Title

Aptitude revisited : rethinking math and science education for America's next century /
Standards-based school mathematics curricula : What are they? What do students learn? /
About teaching mathematics : a K-8 resource /
Growing mathematical ideas in kindergarten /
Mathematics for young children /
Teaching number sense, grade 1 /
Teaching number sense, kindergarten /
Inquiry into math, science, and technology for teaching young children /
Teaching number sense, grade 2 /
Reasoning by mathematical induction in children's arithmetic /
Algebra : sets, symbols, and the language of thought /
Explorations in college algebra /
Life of Fred : beginning algebra /
Life of Fred : advanced algebra /
Counting /
Linear algebra : challenging problems for students /
The History of mathematics : a reader /
The story of mathematics /
The math book /
The book of numbers /
Foundations of real numbers
Theory of arithmetic
Elementary linear algebra; a first course on the theory of vector spaces and matrices, with introductory comments on the theo
Dr. Euler's fabulous formula : cures many mathematical ills /
A survey of matrix theory and matrix inequalities /
Models of conflict and cooperation /
A calculating people : the spread of numeracy in early America /
Handbook of probability and statistics with tables /
The broken dice, and other mathematical tales of chance /
Probability and statistical inference /
The pleasures of probability /
Duelling idiots and other probability puzzlers /
Life of Fred : statistics /
Using statistics to understand the environment /
Maximum likelihood estimation in small samples /
The analysis of cross-classifications /
The man who loved only numbers : the story of Paul Erdos and the search for mathematical truth /
Simon : the genius in my basement /
Infinite series,
What's happening in the mathematical sciences /
Calculus /
Advanced calculus : an introduction to applied mathematics /
Introduction to analysis /
Principles of mathematical analysis /
Calculus of several variables and differentiable manifolds /
Advanced calculus for engineers.
Life of Fred : calculus /
Calculus made easy
Calculus mysteries and thrillers /
Integration.
Approximate calculation of multiple integrals
Linear functional analysis; introduction to Lebesgue integration and infinite-dimensional problems.
The power of mathematics /
Methods of applied mathematics /
Foundations of contemporary mathematics, with applications in the social and management sciences
Introduction to mathematics
The nature of mathematics
The only math book you'll ever need /
Math smart II /
Math matters /
A passion for mathematics : numbers, puzzles, madness, religion, and the quest for reality /
Introduction to switching theory: a mathematical approach
Analytical methods of optimization
Wavelets made easy /
Poincaré's prize : the hundred-year quest to solve one of math's greatest puzzles /
Scalar and vector fields: a physical interpretation
Shape : talking about seeing and doing /
Modern geometry /
Dr. Math presents more geometry : learning geometry is easy! just ask Dr. Math! /
Life of Fred : geometry /
Mathematical tables and formulas /
Life of Fred : trigonometry /
Elementary geometry of algebraic curves : an undergraduate introduction /
Fractal horizons : the future use of fractals /
Beyond the third dimension : geometry, computer graphics, and higher dimensions /
A history of computing technology /
Modern computer algebra /
The mathematician's brain /
The advent of the algorithm : the idea that rules the world /
The formula : how algorithms solve all our problems --and create more /
200% of nothing : an eye-opening tour through the twists and turns of math abuse and innumeracy /
Innumeracy : mathematical illiteracy and its consequences /
Islands of truth : a mathematical mystery cruise /
Mathematics : the man-made universe : an introduction to the spirit of mathematics /
Nature's numbers : the unreal reality of mathematical imagination /
The math explorer : a journey through the beauty of mathematics /
The pleasures of pi, e and other interesting numbers /
Math game,
Famous puzzles of great mathematicians /
The enjoyment of mathematics : selections from mathematics for the amateur /
The Gödelian puzzle book : puzzles, paradoxes and proofs /
Cows in the maze /
Mathematical puzzles : a connoisseur's collection /
Riot at the calc exam and other mathematically bent stories /
Analysis of nominal data /
The real number system /
In search of more effective mathematics education /
Perspectives on African Americans /
Perspectives on gender /
Perspectives on Latinos /
Perspectives on multiculturalism and gender equity /
Perspectives on Asian Americans and Pacific Islanders /
Mathematics in the early years /
Mathematical reasoning for elementary teachers.
Number : from Ahmes to Cantor /
Number in preschool and kindergarten : educational implications of Piaget's theory /
From one to zero : a universal history of numbers /
Number words and number symbols : a cultural history of numbers /
Algebra /
Experiencing algebra /
Applied modern algebra /
Combinatorial theory /
The Zen of magic squares, circles, and stars : an exhibition of surprising structures across dimensions /
Introduction to the theory of finite groups.
The theory of groups, an introduction
Infinite ascent : a short history of mathematics /
The Norton history of the mathematical sciences : the rainbow of mathematics /
Who gave you the Epsilon? : and other tales of mathematical history /
The development of mathematics,
Capitalism and arithmetic : the new math of the 15th century, including the full text of the Treviso arithmetic of 1478, translat
Number theory : an approach through history from Hammurapi to Legendre /
Elementary set theory: proof techniques
Set theory and logic /
Modern elementary mathematics,
Modern applied algebra /
Linear algebra, an introductory approach.
Modern algebra /
Vector analysis; a text-book for the use of students of mathematics and physics, founded upon the lectures of J. Willard Gibbs
A beautiful math : John Nash, game theory, and the modern quest for a code of nature /
Introduction to probability and statistics /
Chance rules : an informal guide to probability, risk, and statistics /
Introduction to the theory of random processes
Probability
Probability and statistics, with applications
A first course in probability /
Introduction to mathematical statistics /
Introduction to the theory of statistics
Elementary statistics : picturing the world /
Elementary statistics : picturing the world /
Elementary statistics : picturing the world /
Conquering statistics : numbers without the crunch /
Computational statistics : an introduction to R /
Arthur Cayley : mathematician laureate of the Victorian age /
The man of numbers : Fibonacci's arithmetic revolution /
Enigmas of chance : an autobiography /
The ultimate challenge : the 3x+1 problem /
Numerical analysis /
Elementary numerical analysis /
Introduction to real analysis /
The first six books of the Elements of Euclid : in which coloured diagrams and symbols are used instead of letters for the great
The elements of integration /
Volume and integral.
Mathematics, its content, methods, and meaning /
The elements of real analysis
Mathematics applied to deterministic problems in the natural sciences
Differential equations : an introduction to basic concepts, results and applications /
Technical mathematics /
Mathematical ideas.
Mathematical ideas.
Engineering mathematics /
Studies in applied mathematics /
Bob Miller's math for the Accuplacer : all the math you need for a higher score /
A survey of geometry /
The Pythagorean theorem : a 4,000-year history /
The golden section : and related curiosa /
Orderly tangles : cloverleafs, gordian knots, and regular polylinks /
Dictionary of mathematics /
Life of Fred : trigonometry /
Heavenly mathematics : the forgotten art of spherical trigonometry /
Logarithmic tables of numbers and trigonometrical functions.
Topology /
Fundamentals of topology /
An essay on the foundations of geometry /
A mathematician's apology /
The Japanese abacus explained /
Descartes' dream : the world according to mathematics /
Evolution of mathematical concepts; an elementary study
The fuzzy future : from society and science to heaven in a chip /
Slicing pizzas, racing turtles, and further adventures in applied mathematics /
Towing icebergs, falling dominoes, and other adventures in applied mathematics /
Life by the numbers /
Why do buses come in threes? : the hidden mathematics of everyday life /
The mathematical tourist : snapshots of modern mathematics /
Dissections : plane & fancy /
Mathematical wizardry for a Gardner /
The mathematics of Oz : mental gymnastics from beyond the edge /
Nonplussed! : mathematical proof of implausible ideas /
The shoelace book : a mathematical guide to the best (and worst) ways to lace your shoes /
Introducing symbolic logic /
How students learn : mathematics in the classroom /
Mathematical fallacies, flaws, and flimflam /
Calculus and pizza : a cookbook for the hungry mind /
Boolean reasoning : the logic of Boolean equations /
Mathematical encounters of the second kind /
Prealgebra /
Prealgebra /
Mathematics galore! : Masterclasses, workshops, and team projects in mathematics and its applications /
Connecting mathematics and science to workplace contexts : a guide to curriculum materials /
How to solve it; a new aspect of mathematical method
Mastering mathematics : how to be a great math student /
Teaching mathematics : a sourcebook of aids, activities, and strategies /
Overcoming math anxiety /
What's math got to do with it? : helping children learn to love their most hated subject--and why it's important for America /
Mathematics and dyslexia /
Why schools matter : a cross-national comparison of curriculum and learning /
A divine language : learning algebra, geometry, and calculus at the edge of old age /
The magic of math : solving for x and figuring out why /
Math and literature.
English language learners in the mathematics classroom /
Galileo in Pittsburgh /
Out of the labyrinth : setting mathematics free /
Why the professor can't teach : mathematics and the dilemma of university education /
Perspectives on indigenous people of North America /
Preparing mathematics and science teachers for diverse classrooms : promising strategies for transformative pedagogy /
Resources for teaching discrete mathematics : classroom projects, history modules, and articles /
The teaching gap : best ideas from the world's teachers for improving education in the classroom /
Children's mathematics : cognitively guided instruction /
More than counting : whole math activities for preschool and kindergarten /
Mathematics for elementary school teachers /
Math and literature.
Math and literature.
Math and literature.
The essentials of mathematics, grades 7-12 : effective curriculum, instruction, and assessment /
Mathematics education for a new era : video games as a medium for learning /
Guiding children's learning of mathematics /
Mathematical reasoning for elementary teachers /
Mathematical reasoning for elementary teachers.
Number talks : whole number computation /
Oral storytelling & teaching mathematics : pedagogical and multicultural perspectives /
How math works : a guide to grade school arithmetic for parents and teachers /
Teaching mathematics as storytelling /
The open-ended approach : a new proposal for teaching mathematics /
The book of nothing : vacuums, voids, and the latest ideas about the origins of the universe /
The kingdom of infinite number : a field guide /
Numbers and the making of us : counting and the course of human cultures /
The universal history of numbers : from prehistory to the invention of the computer /
Zero : the biography of a dangerous idea /
Numbers : computers, philosophers, and the search for meaning /
Here's looking at Euclid : a surprising excursion through the astonishing world of math /
The sum of our discontent : 1 2 3 4 5, how numbers make us irrational /
The math gene : how mathematical thinking evolved and why numbers are like gossip /
Number in preschool and kindergarten : educational implications of Piaget's theory /
Numbers at work : a cultural perspective /
What counts : how every brain is hardwired for math /
Unknown quantity : a real and imaginary history of algebra /
Beginning & intermediate algebra /
The nature of problem solving in algebra : a liberal arts approach /
Algebra 1 /
Prentice Hall algebra : tools for a changing world /
Algebra & trigonometry : graphing and data analysis /
College algebra : graphing and data analysis /
Elementary and intermediate algebra : concepts and applications /
College algebra : concepts through functions /
College algebra : graphing, data, and analysis /
Practical algebra : a self-teaching guide /
Algebra 2 /
Algebra the beautiful : an ode to math's least-loved subject /
How to solve word problems in algebra : a solved problem approach /
Intermediate algebra /
Schaum's easy outlines : college algebra /
Mind-bending math and science activities for gifted students (grades K-12) /
Rings, fields, and vector spaces : an introduction to abstract algebra via geometric constructability /
Introduction to combinatorics /
Six degrees : the science of a connected age /
Operads in algebra, topology, and physics /
Groups, representations, and characters /
The equation that couldn't be solved : how mathematical genius discovered the language of symmetry /
Math made visual : creating images for understanding mathematics /
How to cut a cake : and other mathematical conundrums /
A history of mathematics : from Mesopotamia to modernity /
A strange wilderness : the lives of the great mathematicians /
Math through the ages : a gentle history for teachers and others /
The history of mathematics : a brief course /
Journey through genius : the great theorems of mathematics /
The mathematical universe : an alphabetical journey through the great proofs, problems, and personalities /
The music of the primes : searching to solve the greatest mystery in mathematics /
E : the story of a number /
Vector and tensor analysis,
SuperCooperators : altruism, evolution, and why we need each other to succeed /
Elementary statistics : picturing the world /
Elementary statistics : picturing the world /
The imitation game : Alan Turing decoded /
Lewis Carroll in numberland : his fantastical mathematical logical life : an agony in eight fits /
Real mathematical analysis /
A tour of the calculus /
Calculus : early transcendental functions /
Quick calculus : a self-teaching guide /
The thirteen books of Euclid's Elements /
Modern mathematical methods for physicists and engineers /
Basic technical mathematics with calculus /
All the math you'll ever need : a self-teaching guide /
The most beautiful mathematical formulas /
Arco GRE/GMAT math review /
Everyday math demystified /
GRE math workbook.
Bob Miller's math for the Accuplacer : all the math you need for a higher score /
Hidden harmonies : the lives and times of the Pythagorean theorem /
The Pythagorean theorem : the story of its power and beauty /
Trigonometry, the easy way /
Trigonometry demystified /
Trigonometry : a right triangle approach /
Trigonometry : a right triangle approach /
Fundamentals of trigonometry /
Fundamentals of trigonometry /
Heavenly mathematics : the forgotten art of spherical trigonometry /
Basic topology : a developmental course for beginners /
A first course in topology : continuity and dimension /
Is God a mathematician? /
Number, the language of science : a critical survey written for the cultured non-mathematician.
Fuzzy logic for beginners /
Wonders of numbers : adventures in mathematics, mind, and meaning /
The classroom chef : sharpen your lessons, season your classes, make math meaningful /
Great feuds in mathematics : ten of the liveliest disputes ever /
Mathematics : powerful patterns in nature and society /
Mathematics in historical context /
The equations : icons of knowledge /
Infinitesimal : how a dangerous mathematical theory shaped the modern world /
A brief history of numbers /
Mathematical mysteries : the beauty and magic of numbers /
Number theory with computer applications /
Prime obsession : Bernhard Riemann and the greatest unsolved problem in mathematics /
The irrationals /
Sets for mathematics /
Roads to infinity : the mathematics of truth and proof /
An introduction to fuzzy sets : analysis and design /
An imaginary tale : the story of [the square root of minus one] /
The mathematical century : the 30 greatest problems of the last 100 years /
Rock, paper, scissors : game theory in everyday life /
The essential John Nash /
A gentle introduction to game theory /
Game theory and strategy /
Theory of games and economic behavior /
Women in mathematics : the addition of difference /
Hidden figures : the American dream and the untold story of the Black women mathematicians who helped win the space race
Designing experiments & games of chance : the unconventional science of Blaise Pascal /
Ten great ideas about chance /
The unfinished game : Pascal, Fermat, and the seventeenth-century letter that made the world modern /
The improbability principle : why coincidences, miracles, and rare events happen every day /
Probabilities : the little numbers that rule our lives /
A mathematician at the ballpark : odds and probabilities for baseball fans /
Introduction to probability and statistics for science, engineering, and finance /
Probability and statistics : the science of uncertainty /
Randomness /
Taking chances : winning with probability /
What are the odds? : chance in everyday life /
CRC standard probability and statistics tables and formulae /
Statistical distributions /
Mathematical statistics : basic ideas and selected topics /
The triumph of numbers : how counting shaped modern life /
Statistics demystified /
A concise guide to statistics /
Introduction to probability and statistics /
Naked statistics : stripping the dread from the data /
Essentials of statistical inference /
Using and interpreting statistics : a practical text for the behavioral, social, and health sciences /
Statistics the easy way /
Statistics : a first course.
Basic statistics for the behavioral sciences /
Statistics for the terrified /
Statistics : making sense of data /
The minitab manual : Elementary statistics : picturing the world, second ed. /
Beginning statistics /
Advanced statistics demystified /
Family math /
Practical statistics for data scientists : 50 essential concepts /
Statistics with R : a beginner's guide /
Causal inference in statistics : a primer /
Multivariate analysis /
Standard deviations : flawed assumptions, tortured data, and other ways to lie with statistics /
Introduction to Bayesian statistics /
The theory that would not die : how Bayes' rule cracked the enigma code, hunted down Russian submarines, & emerged trium
Loving + hating mathematics : challenging the myths of mathematical life /
The logician and the engineer : how George Boole and Claude Shannon created the information age /
Finding Fibonacci : the quest to rediscover the forgotten mathematical genius who changed the world /
A mind at play : how Claude Shannon invented the information age /
Bourbaki : a secret society of mathematicians /
The education of a mathematician /
In code : a mathematical journey /
Love and math : the heart of hidden reality /
Gödel : a life of logic /
I want to be a mathematician : an automathography in three parts /
Saunders Mac Lane : a mathematical autobiography /
A Beautiful Mind : a Biography of John Forbes Nash, Jr., Winner of the Nobel Prize in Economics, 1994 /
The man who knew infinity : a life of the genius Ramanujan /
Turing : pioneer of the information age /
Alan Turing : the enigma /
The case of Alan Turing : the extraordinary and tragic story of the legendary codebreaker /
The art of the infinite : the pleasures of mathematics /
The world of mathematics : a small library of the literature of mathematics from Aʻh-mosé the scribe to Albert Einstein /
A first course in mathematical analysis /
Single digits : in praise of small numbers /
Calculus : graphical, numerical, algebraic /
Inside calculus /
Calculus : Concepts and applications /
Vector calculus, linear algebra, and differential forms : a unified approach /
Advanced calculus, pure and applied /
Advanced calculus; problems and applications to science and engineering.
3000 solved problems in calculus /
Infinite powers : how calculus reveals the secrets of the universe /
The calculus story : a mathematical adventure /
The calculus lifesaver : all the tools you need to excel at calculus /
Calculus /
Precalculus demystified /
Calculus demystified /
Calculus with applications.
Calculus for the utterly confused /
The calculus diaries : how math can help you lose weight, win in Vegas, and survive a zombie apocalypse /
Calculus for dummies /
Calculus /
When least is best : how mathematicians discovered many clever ways to make things as small (or as large) as possible /
The king of infinite space : Euclid and his Elements /
Archimedes /
Archimedes : what did he do besides cry eureka? /
Euclid : the creation of mathematics /
Functional analysis : entering Hilbert space /
Elementary functional analysis /
Fundamentals of precalculus /
Functioning in the real world : a precalculus experience /
Introduction to real analysis /
Mastering technical mathematics /
A mathematical mystery tour : discovering the truth and beauty of the cosmos /
Mathematics : from the birth of numbers /
A mathematical tapestry : demonstrating the beautiful unity of mathematics /
Mathsemantics : making numbers talk sense /
Mathematics : a practical Odyssey /
Basic mathematics for chemists /
Mathematical methods for scientists and engineers /
Sneaky math : a graphic primer with projects : ace the basics of algebra, geometry, trigonometry, and calculus with everyday t
Ordinary differential equations /
Elementary differential equations and boundary value problems /
Differential equations /
Schaum's outline of theory and problems of differential equations /
Prealgebra /
Arithmetic and algebra-- again /
Essential math : basic math for everyday use /
Prealgebra /
Thinking mathematically /
Mathematics for the trades : a guided approach /
Mathematics for the trades : a guided approach /
Elementary technical mathematics /
Mathematical ideas.
Mathematics for elementary teachers : a contemporary approach.
Discrete mathematics and its applications /
Discrete mathematics and its applications /
Prealgebra : an integrated equations approach /
The nature of mathematical modeling /
Mathematics in games, sports, and gambling : the games people play /
Thinking in systems : a primer /
Fourier series /
The mathematics lover's companion : masterpieces for everyone /
Master the SAT subject test, math levels 1 and 2 /
How to solve problems : elements of a theory of problems and problem solving /
Euclid's window : the story of geometry from parallel lines to hyperspace /
Geometry for dummies /
Math and art : an introduction to visual mathematics /
Geometry /
Geometry /
Connections : the geometric bridge between art and science /
The beauty of fractals : images of complex dynamical systems /
The first six books of the Elements of Euclid : in which coloured diagrams and symbols are used instead of letters for the great
Geometry demystified /
Geometry /
Geometry the easy way /
Developing thinking in geometry /
The golden section : nature's greatest secret /
Geometry : plane and practical /
A history of [pi symbol] (pi) /
The Joy of [Pi] /
Geometric folding algorithms : linkages, origami, polyhedra /
A manual of engineering geometry and graphics for students and draftsmen /
Descriptive geometry /
Trigonometric delights /
Plane trigonometry /
The Poincaré conjecture : in search of the shape of the universe /
The knot book : an elementary introduction to the mathematical theory of knots /
Exploring chaos : theory and experiment /
Chaos and fractals : new frontiers of science /
Techniques of problem solving /
Effective problem solving /
The mathematical mechanic : using physical reasoning to solve problems /
Elementary differential geometry /
Geometry from a differentiable viewpoint /
CRC handbook of mathematical curves and surfaces /
For all practical purposes : mathematical literacy in today's world.
The beauty of doing mathematics : three public dialogues /
Beyond numeracy : ruminations of a numbers man /
A wealth of numbers : an anthology of 500 years of popular mathematics writing /
Inside your calculator : from simple programs to significant insights /
Philosophy of mathematics : a contemporary introduction to the world of proofs and pictures /
Conversations on mind, matter, and mathematics /
Introduction to mathematical thinking /
Philosophies of mathematics /
The lifebox, the seashell, and the soul : what gnarly computation taught me about ultimate reality, the meaning of life, and ho
What is a number? : mathematical concepts and their origins /
The best writing on mathematics, 2010 /
The computer as crucible : an introduction to experimental mathematics /
The mystery of the aleph : mathematics, the Kabbalah, and the search for infinity /
Beyond infinity : an expedition to the outer limits of mathematics /
How to bake π : an edible exploration of the mathematics of mathematics /
Good math : a geek's guide to the beauty of numbers, logic, and computation /
Euclid in the rainforest : discovering universal truth in logic and math /
A beginner's guide to mathematical logic /
Mathematical logic with special reference to the natural numbers
After Gödel : Platonism and rationalism in mathematics and logic /
Everything and more : a compact history of infinity /
Principia mathematica, to *56 /
Reverse mathematics : proofs from the inside out /
The art of proof : basic training for deeper mathematics /
A bridge to higher mathematics /
The proof is in the pudding : the changing nature of mathematical proof /
Q.E.D. : beauty in mathematical proof /
How to read and do proofs : an introduction to mathematical thought processes /
An introduction to many-valued and fuzzy logic : semantics, algebras, and derivation systems /
Visualizing technical information : a cultural critique /
Foolproof, and other mathematical meditations /
Math for life : crucial ideas you didn't learn in school /
Go figure! : using math to answer everyday imponderables /
Mathematical sorcery : revealing the secrets of numbers /
Figuring it out : entertaining encounters with everyday math /
Weird math : a teenage genius & his teacher reveal the strange connections between math & everyday life /
The language of mathematics : making the invisible visible /
The math instinct : why you're a mathematical genius (along with lobsters, birds, cats and dogs) /
The complete how to figure it : [using math in everyday life] /
Mathematics minus fear : how to make math fun and beneficial to your everyday life /
Strength in numbers : discovering the joy and power of mathematics in everyday life /
The big bang of numbers : how to build the universe using only math /
A mathematical medley : fifty easy pieces on mathematics /
Math bytes : Google bombs, chocolate-covered pi, and other cool bits in computing /
The last recreations : hydras, eggs, and other mathematical mystifications /
Penrose tiles to trapdoor ciphers /
A mathematical nature walk /
100 essential things you didn't know you didn't know : math explains your world /
Numbers rule : the vexing mathematics of democracy, from Plato to the present /
Mathematical apocrypha : stories and anecdotes of mathematicians and the mathematical /
The mathematics devotional : celebrating the wisdom and beauty of mathematics /
Proofiness : the dark arts of mathematical deception /
Author Publication Date Local Call Number Number
Drew, David E. 1996 QA13 .D74 1996 1
2003 QA13 .S72 2003 1
Burns, Marilyn,1941- 2000 QA135.5 .B83963 2000 2
Dacey, Linda Schulman,1949- 1999 QA135.5 .S323 1999 1
Shaw, Jean M. 1998 QA135.5 .S478 1998 4
Confer, Chris. 2005 QA135.6 .C654 2005 0
Confer, Chris. 2005 QA135.6 .C657 2005 1
Prairie, Arleen. 2005 QA135.6 .P69 2005 0
Scharton, Susan. 2005 QA135.6 .S415 2005 0
Smith, Leslie,1943- 2002 QA135.6 .S6 2002 2
Tabak, John. 2004 QA151 .T33 2004 11
Kime, Linda Almgren. 2005 QA152.3 .K56 2005 7
Schmidt, Stanley F.1944-(Stanley Fredric), 2002 QA154.2 .S35 2002 7
Schmidt, Stanley F.1944-(Stanley Fredric), 2002 QA154.3 .S352 2002 10
Koh, K. M.1944-(Khee Meng), 2002 QA164 .K63 2002 4
Zhang, Fuzhen,1961- 2009 QA184.5 .L56 2009 8
1987 QA21 .H5 1987 20
Mankiewicz, Richard, 2000 QA21 .M23 2000 11
Pickover, Clifford A., 2009 QA21 .P53 2009 4
Conway, John H.(John Horton), 1996 QA241 .C6897 1996 6
Burrill, Claude W. 1967 QA248 .B95 1967 2
Peterson, John A. 1967 QA248.3 .P45 1967 1
Lange, Lester H. 1968 QA251 .L27 1968 7
Nahin, Paul J. 2006 QA255 .N339 2006 2
Marcus, Marvin,1927- 1964 QA263 .M345 1964 0
Gillman, Rick. 2009 QA269 .G487 2009 0
Cohen, Patricia Cline. 1982 QA27.U5 C63 1999 0
Burington, Richard Stevens,1901- 1970 QA273 .B925 1970 0
Ekeland, I.1944-(Ivar), 1993 QA273 .E4313 1993 1
Hogg, Robert V. 1977 QA273 .H694 1977 6
Isaac, Richard. 1995 QA273 .I73 1995 5
Nahin, Paul J. 2000 QA273 .N29 2000 0
Schmidt, Stanley F.1944-(Stanley Fredric), 2005 QA276 .S36 2005 3
Wheater, C. Philip,1956- 2000 QA276.12 .W52 2000 1
Shenton, L. R. 1977 QA276.8 .S5 1977 0
Reynolds, H. T.(Henry T.) 1977 QA278.65 .R48 1977 0
Hoffman, Paul,1956- 1998 QA29.E68 H64 1998 0
Masters, Alexander. 2012 QA29.N67 M37 2012 2
Hyslop, James Morton. 1945 QA295 .H9 1945 2
Cipra, Barry, 1993 QA3 .C57 1993 2
Apostol, Tom M., 1967 QA300 .A572 1967 6
Danese, Arthur E. 1965 QA300 .D33 1965 9
Gaughan, Edward. 1968 QA300 .G34 1968 0
Rudin, Walter,1921-2010. 1964 QA300 .R8 1964 1
Allendoerfer, Carl B.1911-1974.(Carl Barnett), 1974 QA303 .A44 1974 0
Hildebrand, Francis Begnaud. 1949 QA303 .H55 1949 4
Schmidt, Stanley F.1944-(Stanley Fredric), 2001 QA303 .S34 2001 7
Thompson, Silvanus P.1851-1916. 1998 QA303 .T45 1998 22
Woods, R. Grant. 1998 QA303 .W66 1998 5
Gillespie, R. P.(Robert Pollock) 1951 QA308 .G5 1951 0
Stroud, A. H. 1971 QA311 .S85 1971 2
Epstein, Bernard. 1970 QA320 .E58 1970 0
Flato, M.1937-(Moshé), 1992 QA36 .F5313 1992 0
Hildebrand, Francis Begnaud. 1992 QA37.2 .H5 1992 0
Kattsoff, Louis O.1908-1979.(Louis Osgood), 1967 QA37.K335 0
Meserve, Bruce E.1917-2008.(Bruce Elwyn), 1964 QA39 .M476 1964 2
Young, Frederick H. 1967 QA39 .Y58 1968 2
Kogelman, Stanley. 1994 QA39.2 .K63 1994 2
Lerner, Marcia. 1997 QA39.2 .L458 1997 3
Rauff, James V. 1996 QA39.2 .R38 1996 1
Pickover, Clifford A. 2005 QA39.3 .P53 2005 2
Prather, Ronald E. 1967 QA401 .P7 1967 2
Lawden, Derek F. 1975 QA402.5 .L38 1975 0
Nievergelt, Yves. 1999 QA403.3 .N54 1999 1
Szpiro, George,1950- 2007 QA43 .S985 2007 1
McQuistan, Richmond Beckett,1927- 1965 QA433 .M33 1965 2
Stiny, George. 2006 QA445 .S764 2006 0
Thomas, David A.1946-(David Allen), 2002 QA445.2 .T48 2002 0
2005 QA445.5 .D75 2005 3
Schmidt, Stanley F.1944-(Stanley Fredric), 2003 QA453 .S34 2003 1
Carmichael, R. D.1879-1967.(Robert Daniel), 1962 QA47 .C3 1962 0
Schmidt, Stanley F.1944-(Stanley Fredric), 2003 QA531 .S35 2002 3
Gibson, Christopher G.,1940- 1998 QA565 .G5 1998 0
1996 QA614.86 .F6845 1996b 9
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Chu-Carroll, Mark C. 2013 QA9 .C498 2013 4
Mazur, Joseph. 2005 QA9 .M3935 2005 3
Smullyan, Raymond M., 2014 QA9 .S58 2014 5
Steen, S. W. P.(Stourton William Peile) 1972 QA9 .S736 1972 3
Tieszen, Richard L.,1951-2017. 2011 QA9 .T54 2011 13
Wallace, David Foster. 2003 QA9 .W335 2003 2
Whitehead, Alfred North,1861-1947. 1997 QA9 .W52 1997 2
Stillwell, John, 2018 QA9.25 .S75 2018 0
Beck, Matthias. 2010 QA9.54 .B43 2010 1
Deaconu, Valentin, 2017 QA9.54 .D43 2017 1
Krantz, Steven G.1951-(Steven George), 2011 QA9.54 .K73 2011 1
Polster, Burkard. 2004 QA9.54 .P65 2004 0
Solow, Daniel. 2005 QA9.54 .S65 2005 2
Bergmann, Merrie. 2008 QA9.64 .B47 2008 0
Brasseur, Lee E.,1949- 2003 QA90 .B6696 2003 0
Hayes, Brian, 2017 QA93 .H3586 2017 1
Bennett, Jeffrey O. 2012 QA93 .B444 2012 0
Brookhart, Clint. 1998 QA93 .B75 1998 1
Clawson, Calvin C. 1999 QA93 .C62 1999 5
Crato, Nuno. 2010 QA93 .C7313 2010 2
Darling, David J., 2018 QA93 .D285 2018 5
Devlin, Keith J. 1998 QA93 .D4578 1998 11
Devlin, Keith J. 2005 QA93 .D4588 2005 8
Huff, Darrell. 1999 QA93 .H785 1999 3
Potter, Lawrence,1975- 2012 QA93 .P68 2012 1
Stein, Sherman K. 1996 QA93 .S684 1996 9
Suri, Manil, 2022 QA93 .S87 2022 1
Szpiro, George,1950- 2010 QA93 .S973 2010 2
Chartier, Timothy P., 2014 QA93.C47 2014 0
Gardner, Martin,1914-2010. 1997 QA95 .G255 1997 3
Gardner, Martin,1914-2010. 1989 QA95 .G298 1989 6
Adam, John A., 2009 QA99 .A23 2009 1
Barrow, John D.,1952-2020. 2009 QA99 .B188 2009 1
Szpiro, George,1950- 2010 QA99 .S97 2010 1
Krantz, Steven G.1951-(Steven George), 2002 QA99 .K73 2002 1
Pickover, Clifford A., 2014 QA99 .P53 2014 2
Seife, Charles. 2010 QA99 .S45 2010 1
Last Date Result
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Reason
We are keeping other, more recent works on math, but there isn't anything particuarly wrong with this work.
This is about certain standards based education. I don't know whether or not these standards are still relevent.
I want to take a look at this and see the approaches and see if it still has value.
Seems to be some decent works. However, we don't know if it's unique.
Seems to be some decent works. However, we don't know if it's unique.
This would be useful to look over to see if it has a unique overview of math and teaching math. It's hard to tell from here.
This would be useful to look over to see if it has a unique overview of math and teaching math. It's hard to tell from here.
Another work where it may be useful, but I'd have to take a look to determine if it is.
This would be useful to look over to see if it has a unique overview of math and teaching math. It's hard to tell from here.
This work is fairly intersting, but we are keeping others like it.
Quite a few other algebra works circulated more. Might be worth to look at and see if there there is a unique perpesctive.
Quite a few other algebra works circulated more. Might be worth to look at and see if there there is a unique perpesctive.
Lower circulation and not super recent circulation, we are keeping other math textbooks and I don't know if this one has anyth
Lower circulation and not super recent circulation, we are keeping other math textbooks and I don't know if this one has anyth
This may have an interesting perpesctive. However, I'm not sure.
We are keeping other works on linear algebra. I don't know if this one has a unique perpesctive.
While this work has circulated quite a good amount, it is one of the older works. I'd like to take a look through it and see if it o
This work has had some ok circulation, but we are keeping other works on the history of math. Might be worthwhile looking a
Again, this work is very similar to others in our collection, I don't know how much value it still has for us.
Seems interesting, but a bit hard to tell from a distance, definately want to take a look at it.
Very little informaiton on this work. May be intersting, or may have a lot of overlap with other works.
This is somewhat interesting, if it is on the "theory of arethmethic. However, if it, it may just be a bit outdated.
We are keeping several other algebra textbooks. This one is pretty old, and I don't know if there is much value in keeping it.
We have this as an e-book, so, I don't know how much interst there is in this physically. It's not as well known as i.
We are keeping other works which include Matrix alegbra. So, I don't know if we need a book solely on it. Still, this is the only
I'd like to take a look at it. It is the most modern work we have on game theory, to know if it has a more prominent work.
We do want to keep this book. I want to look at it and see whether or not it belongs in E or QA
The tables might make this a bit more interesting of a work. I'd like to take a look at it.
While this work has had some somewhat recent circulation, it is a bit older and we have other works on applied statistics.
It has circulated a couple of times. However, it's been a bit outdated. Might be worthwile to take a look at and see if it is uniqu
While this work has had some some ok circulation, but it is a bit older circulation and it is a bit older and we have other works
No circulation, but it might be an intersting work.
Another work htat hasn't circulated to a super great extent. I don't know if it has value in keeping or not. Might want to look a
While this is an intreseting concept, our understanding of the environment has changed over time, so, this may be outdated.
This may be a bit niche for us. We are already keeping quite a few other works on more advanced statistics.
This may be a bit niche for us. We are already keeping quite a few other works on more advanced statistics.
It is said that there is a fine line between insanity and genius. The story of Paul Erdos exemplifies that well. Perhaps it may be b
Seems a bit niche. I don't know how much value this has. But it is somewhat recent with recent circulation.
May have some value as a textbook on series, though, it is pretty outdated.
This seems to be an overview of research going on in the field. However, I'm pretty sure the field has changed in the 30 years
A very old overview of calculus. While it has had some circulation, I don't know if the age takes away some value.
A very old overview of calculus. While it has had some circulation, I don't know if the age takes away some value.
If this is real analysis we can dispose of it, if not, we may watn to take an extra look at it.
We'll see if age impacts this book. Our math analysis works haven't circulated a lot. This one has circulated hte most recently a
This work hasn't circulated and I don't think that this may be a bit advanced for our general math program. Perhaps we want t
While there is some value in this with some somewhat recent circulation, it is over 75 years old.
There are quite a few other of these "Life of Fred" works, and I don't know if they are unique or not.
This work has circulated quite a bit and fairly recently. However, it might be a very old work, and I don't know how relevent th
Has had some somewhat recent circulation. Might be worthwhile to look over.
Hard to tell what exactly this is. I want to take a look at it.
This is the most recent overview of integral calculation. Might be worth keeping.
We are keeping other works on functional analysis, but none on Lebesgue integration
Hard to tell who is the author and what the work is about, might have value, might not.
We re keeping a number of other works on applied math. It may be unique. It may be worth while to take a look at.
I don't know how much value there is in this, due to the age. However, I like applications in math.
Older work. Want to look at it to see its value. If it's just an old textbook on basic math, we have other works on this.
It may be worthwhile to take a look at to see if we want to keep. It is a bit outdated, but it seems somewhat interseting.
It has had some circulation, however, it would be difficult for us to understand its value without seeing it.
It has had some circulation, however, it would be difficult for us to understand its value without seeing it.
It has had some circulation, however, it would be difficult for us to understand its value without seeing it.
This work seems interseting, but we are keeping a number of other works similar to it.
Might have some value four our electricity related fields.
Might have some value, however, it's hard to tell from a distance.
Seems a bit niche, outdted, and low circulation, however, there does seem to be much interest and value.
A bit hard to tell from a distance, might want to take a look at this.
Hard to tell what exactly this is. Might be worthwhile to look at to see its values.
This seems a bit wierd and niche.
I'm curious as to what makes "modern" geography so "modern" and if that gives it some value.
There are a lot of works on "basics" of certain types of math that frequently circulate. This one has not. I'm curious to see if th
We have quite a few of these "Life of Fred" works. They all have fairly low circulation. I want to see what their perpesrive on m
I don't know if this is still useful for us. We are keeping a few other tables and formulas.
We have quite a few of these "Life of Fred" works. They all have fairly low circulation. I want to see what their perpesrive on m
While this hasn't ciruculated, it may have a unique perpesctive on geography.
While this has had some good circulation, speculative works can age like milk.
This seems like an intersting work, however, it is fairly outdated, and it may not have as much relevence in today's day and age
This may be an interesting history of early computers. However, I don't know how much interst there is in this.
This isn't very "modern" anymore. So, I don't know how much we want this.
This is about the way about genius and math. May belong in BF.
We do want to keep this work, I don't know if it has to do with math, computer science, or logic.
We do want to keep this work, I don't know if it has to do with math, computer science, or logic.
Math abuse is fairly common in today's day and age. However, a lot of older political works can age like milk, so, I'd like to take
Math abuse is fairly common in today's day and age. However, a lot of older political works can age like milk, so, I'd like to take
We might want to take a look at this, might be GV1491-1507 (puzzles)
This work seems interesting. I would like to take a look at it to understand exactly what they say.
While this has circulated somewhat recently, we are keeping other, similar, works.
We are keeping a lot of similar works, I don't knwo how much value there is in this exact work.
Possibly an interesting book, I want to take a look at this later.
This is quite interesting as a way to gamify math for children. Maybe worthwhile for us to put in PZ. Hard to tell.
We might want to take a look at this, might be GV1491-1507 (puzzles)
Might have some value, I'd like to take a look at it first.
We might want to take a look at this, might be GV1491-1507 (puzzles)
We might want to take a look at this, might be GV1491-1507 (puzzles)
We might want to take a look at this, might be GV1491-1507 (puzzles)
We do want to keep this. However, I am cusious as to whether or not this is a math work with a literature bent or a literature
Outdated, low circulation, we have other works on the analysis of data.
Fairly outdated, we have other broad works on math.
Outdated. This is based on the 2nd mathematics test. There are several later tests.
We are keeping other, more recent, works on teaching math in diverse contexts.
We are keeping other, more recent, works on teaching math in diverse contexts.
We are keeping other, more recent, works on teaching math in diverse contexts.
We are keeping other, more recent, works on teaching math in diverse contexts.
We are keeping other, more recent, works on teaching math in diverse contexts.
We have several works like this and we have this as an ebook.
Circulation numbers do not justify us keeping both copies.
We are keeping a couple of other works on different numbers. This one is older and hasn't circulated as recently.
Circulation numbers do not justify us keeping both copies.
We are keeping other, similar works. I don't think this one has that much value.
We are keeping other works on the history of numbers, and his one is pretty outdated.
This algebra text book hasn't gotten any circulation, and we are keeping other algebra textbooks. .
This has had some pretty good circulation. However, we are keeping several other works on College Algebra, so, I don't know i
We are keeping other algebra textbooks and other applied works. This one is also fairly outdated for a "modern" work.
We are keeping another work on Combinatorics.
This work hasn't circulated to a great extent and is pretty niche. Plus we have an ebook of this.
We are keeping another work on group theory. Doesn't have enough circulation to justify us keping it.
We are keeping another work on group theory. Doesn't have enough circulation to justify us keping it.
We are keeping other works on the history of math that are more recent or have circulated more.
We are keeping other works on the history of math that are more recent.
We are keeping several other works on the history of math. This one is fairly limited in scope.
While this has circulated a good amount, it is quite outdated.
This is maybe a historical curiosity, but I don't see much value in our collection.
I don't know if we need another work on number theory.
Older work. We are keeping another work on this subject.
We are keepig nanother, more recent, work on set theory.
We are keeping other, more recent works on the history of math.
Not very "modern" plus, we have other algebra work that hs circulated more.
Older work, we are keeping a lot more on algebra.
I don't know how much value there is in this work. Especially with us keeping so many more works on algebra.
This is a reprint of a work from 1901. A curiosity, but not something with much value.
We are keeping another biography on him, and this isn't a swell known.
Low circulation, outdated work.
We are keeping other, similar, works. I don't know if we need this one.
We are keeping other works on chance and randomness that aren't as outdated.
Outdated, hasn't circulated.
Work hasn't circulated and is older. We have other works on Statistics and Probability.
Work hasn't circulated and is older. We have other works on Statistics and Probability.
We are keeping other works on statistics, and this one is a decent amount older.
We are keeping other works on statistics, and this one is a decent amount older.
Circulation is not high enough for us to justify keeping more than one copy
Circulation is not high enough for us to justify keeping more than one copy
Circulation is not high enough for us to justify keeping more than one copy
We have other books like this and we have this exact book as an e-book.
Circulation is not high enough for us to justify keeping more than one copy
I don't think that Arthur Cayley is signifigant enough for us to keep a book on him.
We are keeping another work on Fibonacci. I don't know if we need 2.
A bit of a niche mathematician, and not much of a unique perpesctive.
I know this book is somewhat recent, however, I don't know how much interest there is in this.
Low circulation, not a lot of interest. We are keeping a couple of other works on this.
Low circulation, not a lot of interest. We are keeping a couple of other works on this.
Real analysis works haven't circulated to a great extent. So, we don't need ot keep both copies.
We are keeping another work on Euclid's Elements. We don't need 2.
We are keeping other works on integral calculation. I don't know if this is necessary.
We are keeping other works on integral calculation. I don't know if this is necessary.
We are keeping other works basic math.
We are keeping other works on analysis. Plus, this is a fairly old work.
We are keeping several works on applied math. This one is pretty outdated too.
We are keeping other works on differential equations. This one hasn't circulated to a great extent, or fairly recently.
We are keeping a lot of other works on technical and applied math.
We are keeping the later version of this work. The earlier version hasn't circulated well.
Not enough circulation to justify us keeping both copies.
We are keeping other works like this and this one is outdated.
We are keep a lot of other applied math works, including ones that are more recent than this.
Circulation isn't recent enough for us to justify both copies.
Low circulation, fairly older as well.
We are keeping 2 other works on the Pythagrian Theorem, I don't know if we need a third. This one is the oldes.
Older work, not as recent circulation. Not enough circulation for us to justify keeping both.
We are keeping another work on knot theory.
We are keeping other reference works on math.
Circulation numbers don't justify keeping both.
Older version, we are keeping a more recent version.
There are calculators and e-resources for this.
We are keeping 2 other works on Topology, and this is the oldest one.
We are keeping a ocuple of other works in Topology
While this is a classic of math history, it is available for free on Project Gutenburg. Consdiering the complete lack of interest, I
We have this as an e-book. I don't see much of a need to keep it physically.
This is a curiosity, and not really something I think is relevent for us now.
A work on the impact that computers have on our lives I'm sure would have changed a lot since the 80s.
I mean, this is probably an ok overview of math, but it is also fairly outdated, and we are keeping other works like this.
We are keeping other, more recent works on fuzzy logic.
We are keeping quite a few works on applied math.
We are keeping quite a few works on applied math.
Low circulation and we have this as an e-book. We are keeping other, similar, works.
We are keeping a lot of other books like this, also, we have this as an e-book.
This was published in 1988, so, I don't know how "modern" the math being done is.
Pretty niche. I don't know how much interest there is in this.
We are keeping other works that are similar to this.
We are keeping another, similar, work by that author.
We have this as an e-book.
Hasn't really circulated. It seems a bit niche and wierd.
Some ok circulation.
Fairly recent circulation, move to QA11 with other math teaching guides.
Despite low circulation, this work seems quite intersting. I don't know if this is the best place for this.
Honestly, this book has such a humerous name, that I feel like I kinda have to keep it. It seems to have some value too.
We don't have any other work solely on Boolean Algebra. May have some value.
Move to QA21 with other works on the history of mathematics.
Despite being the older work, it has circulated more recently.
Quite high circulation, fairly recent as well.
May be useful for teachers and parents.
Recent circulation, work also seems very relevent.
A classic of math writing. It probably has some value.
This fairly interesting and has had some decent circulation.
Fairly recent work, very recent circulation, some interest. among our education department.
Fairly decent circulation, may have some interest among our education department.
Our most recent work on the importance of math education. Keep as is.
May be useful for our education department, as it focuses on disabilities and math teaching.
Fairly intersting. May have some value in understanding issues in the U.S. math instruction.
This is quite an interesting work, and fairly recent too.
A fairly recent work. Still has quite a bit of value.
These are eincredibly useful guides for teaching math, including hands on activities that a lot of math education is sorely lackin
Consering the large number of English Langauage Learners here in New Mexico, this would have some incredible value.
This is more a work on science eduacation than math education, so, it should move to Q rather than QA
This is an intersting overview of different approaches of math. It has some value.
Despite being written almost 50 years ago, this book still rings incredibly true to this day. Absolutely keep.
While we are disposing most of these, this one has extra value because it is the most recent and we have a large population of
A solid physical work on diversity in math instruction. We should at least keep one of these works.
A useful resource for teachers and parents.
There is a decent amount of value, even if it is a bit outdated.
Cognitively guided instruction is a fairly prominent part of modern instruction.
Despite being a bit older, it seems to be pretty useful.
Very high circulation, quite recent circulation.
These are eincredibly useful guides for teaching math, including hands on activities that a lot of math education is sorely lackin
These are eincredibly useful guides for teaching math, including hands on activities that a lot of math education is sorely lackin
These are eincredibly useful guides for teaching math, including hands on activities that a lot of math education is sorely lackin
We have quite a few works for very young children, but not for this age group.
A very intersting book, one which deserves to have a bit more circulation than it does.
Another useful math teaching book. I don't knwo what value that these works have.
A fairly recent work. It has circulated more recently than the later edition. Potentially useful in understanding thinking mathem
Useful for teaching for teachers how to think mathemathically.
Recent work with recent circulation.
Quite an interesting perpesctive on teaching math.
The most recent overview of math education.
Another unique approach to teaching math. Has value in that regard.
This seems like an intersting perpesctive on math teaching, even if it is a little outdated and hasn't had the most circulation.
May have more value in QB460-466 (astrophysics)
This is another interseting work on math and the nature of particular numbers.
A fairly recent work, despite no circulation. Probably has value.
Useful in how it relates to technology.
Quite a prominent work on the history of math.
Quitea bit of circulation, quite an intersting work on the history of math.
Another intersting work about applications of mathematics.
This is quite an intereresting work, however, it's not really about math. I think it belongs with other works in BF636.
This is quite an intresting work about the origin of math as well as how we can use this information to teach math.
Piaget's theory is a fairly prominent part of education. Keep as is.
A useful work on numbers and the history of math and society.
An intersting work in the psychology of math. Would be usful for teachers and others.
A useful history of a fairly prominent part of math. Useful for us.
Very high circulation, very useful work.
This is a unique perpesctive on algebra. May have some value.
Very recent circulation, fairly good circulation,
Fairly good circulation, fairly recent circulation.
Very recent circulation, fairly good circulation,
Very recent circulation, fairly good circulation,
Very high circulation, very useful work.
Keep, very recent circulation, fairly good circulation.
The other part of this circulated well, so, we can ignore
Recent circulation, recent work.
Solid circulation, recent circulation.
Recent work. Has some value.
Word problems play a major role in math, and some problems that some people have problems in math relating to word prob
Very recent circulation, decently recent circulation.
Decent recent circulation.
Instruction for gifted/talented students is a fairly prominent issue in education.
This seems to be a unique perpesctive and application of algebra
The more recent of our two works on Combinatorics, even if it is a little outdated. Has had some recent circulation.
This work is more on computer theory, and probably belongs in Q350-390 (Information theory) as it is about connected datab
We don't have any other works on this subject.
This work is the most recent work on group theory.
A fairly interesting story on math, and fairly recent circulation.
Another intersting work on different ways of visualizing math
Ian Stewart is a fairly prominent mathematician. This work also seems like a useful broad work.
Our most modern work on the history of mathematics.
A fairly interesitng, fairly recent work on promient mathematicians. Keep as is.
Ok circulation, might have some value due to its focus for teachers.
This one has circulated the most in terme of our history of math.
Despite this work's age, it is organized in a unique way and has value in those regards.
This work has circulated fairly recently and is organized quite intrestingly. I think it has some value by nature of its organization
Quite high circulation, recent circulation.
I find this work to be quite interesting. "E" is an incredibly important part of Calculus as well.
This is an intersting subfield of Calculus. We should probably keep a book on it...and possibly purchase a more recent work tha
Move to HM701 (Social structure)
Solid circulation, fairly recent too.
Decent circulation, somewhat recent too.
An incredibly important figure in math and computer history. We absolutely want to keep.
Most people know Lewis Carol as an author, but not his history of math.
More recent work, circulation doesn't justify keeping 2.
Fairly decent circulation, seems like an interesting overview of the subject.
Very high circulation, recent circulation.
Recent work on Calculus, has quite a bit of value as a result.
A very prominent work in the history of mathematics.
Useful for our math, engineering, and physics programs.
Useufl due to its application and to fairly high circulation, if a bit outdated.
I think these sorts of self-teaching guides can be useful. It's also fairly recent too.
This work seems quite intersting, despite being a bit outdated.
A useful test guide. We might want to see if we want a more recent one.
A useful guide for people who are intersted in learning math but may have been away from math for a while.
Testing materials and especially somewhat modern materials are always useful.
Some local institutions use this test. But apparently, it isn't super promineintnt.
An interesting overview of an important concept in math history.
An interesting overview of an important concept in math history.
Solid circultion, recent circulation too.
Solid circultion, recent circulation too.
Very high and very recent circulation, keep both.
Very high and very recent circulation, keep both.
Very high and very recent circulation, keep both.
Very high and very recent circulation, keep both.
Perhaps this is intersting, despite low circulation.
This work has circulated a decent amount, even if it is outdated.
Our most recent Topology Work.
An intersting overview of math and religion. I think it's quite an intersting overview.
This is a classic of mathematics. We should probably keep this.
Fuzzy logic and AI are connected, meaning that this work still has quite a bit of value, despite being a bit older.
This has had some solid circulation and recent circulation too.
This is a math instruction book, so, it should move to move to QA11 with other math teaching guides.
Academic disputes are quite interesting, and I believe that this may have some interest.
The role of paterns in math and natural history is incredibly important. We should absolutely keep.
This is more a question about the role of mathematicians in society. I think it has some value for people interested in math.
This is an intersting overview of the history of math from the perpesctive of equations.
This is quite an intersting and fairly obscure story. The fight between science and religion is one that is quite common.
A fairly recent work. Seems to be telling a fairly interesting story.
This work, like many others in this genre, seem pretty intersting. We abolutely want to keep it.
Number theory is an important part of math even if the "computer applications" are a bit outdated.
Work is currently checked out and has had some fairly decent circulation. The role of primes is still incredibly important.
Another intersting and specific work on the history of an important concept in math. We want to keep.
This is the more recent work with more recent circulation.
Proof plays an incredibly important part of our knowledge of mathemathics. This seems to be a useful overview of this.
We don't have any other works on fuzzy sets, so, maybe we want to keep this.
Another work on an intersting number in mathametics. We should probably keep.
While this hasn't had a great amount of circulation, I still find it to be quite intersting.
An intersting overview of game theory in math and as applied to real life.
May be intersting to have some of these works penned by his own hand.
An intersting work on game theory, which is an intersting way of us understanding the world around us.
An intersting work on game theory, which is an intersting way of us understanding the world around us.
Game theory has been fairly prominently applied to economics. Even if we are keeping other works on this, it is still incredibly
We don't have any other works on women and math. With the cutting of "DEI initiatives" at the National Archives, having thes
An incredibly important story. And one which the govenrment is actively trying to cover up.
Pascal was a prominent figure in early math history. I think that this has incredible value.
A fairly recent book. Fairly useful.
An intersting work in the history of statistics.
Another really intersting overview of probablilty and statistics. This seems ot be organized in a unique way.
A fairly recent work on statistics.
An intersting overview of statistics from an applied perpesctive.
Useful in that it's a work in applied statistics.
Somewhat recent, and somewhat recent circuatlion, seems to be a useful overview of statistics
A useful semi-recent overview of chance and probablility.
A useful semi-recent overview of chance and probablility.
A useful semi-recent overview of chance and probablility.
These tables might be useful for somebody for somebody who is working in statistics.
This seems to be a fairly good work.
A useful overview of statistics from a math perpesctive.
Recent circulation, seems to be a useful work.
Fairly decent statistics, very recent.
Useful, recent, recent circulation.
Useful, recent, recent circulation.
A useful overview of statistics.
A useful introduction to statistics.
A useful overview of applied statistics.
A useful introduction to statistics.
A useful introduction to statistics.
A useful overview of applied statistics.
A useful overview of applied statistics.
Decent statistics work, if fairly older.
Decent statistics work, with some somewhat recent circulation.
Fairly recent work, with some very recent circulation.
A useful overview of advanced statistics.
Deapite being outdated, it is quite an intersting overview of math for families.
I always love practical works, and for a field like statistics, which branches out to so many other diciplines, it is incredibly usefu
A useful overview of this programming language that is used fore statistics.
Somewhat recent work. We should probably keep.
Multivariate statistics is an important part of statistics. I think we should keep this, even if it is a bit older.
This is an incredibly useful work because statistics are frequently used to manipulate people.
An intersting overview of this sub-field of statistics. Useful in undersetranding how it works.
An interesting overview of this subfield of statistics, focused on its applications.
Useful for teachers and people who are generally interested in mathematics.
Somewhat recent work. We should probably keep.
This seems like a fairly good biography on Fibonacci.
Useful as a recent overview of math history and the relationship between math and computers.
This was a signifigant group in the history of math. It may be worth keeping.
This seems like an interesting work, and it has circulated some.
Solid circulation.
We are keeping a lot of works about math and learning to love math, however, it focuses on one specific part of math history,
Decently recent circulation.
This seems interesting less as an autobiography but moreso as a guide for people who are intersted in math.
Seems useful as a work for perpesctives on math educators.
I'm pretty sure this was turned into a movie, and a fairly prominent one at that. He was also a fairly prominent mathematician
Has some value in that he is considered one of the greatest mathematicians. Plus, not a lot of people know about the history o
Fairly recent work. A fairly prominent individual.
Fairly recent work. A fairly prominent individual.
Our most recent work on Turing.
This is an interesting overview of how to make the unquantifiable quantifiable. Useful as an overview of what math is.
Several useful works in the history of mathematics. Including some fairly early works.
Some decent circulation, and somewhat reent.
Recent work. Some fairly recent circulation.
Solid circulation, somewhat recent circulation too.
Some decent circulation, and somewhat recent.
Solid circulation, quite recent circulation too.
Useful for us to understand how things link together.
Fairly recent circulation.
A work associated with another work that has circulated more.
Useful for people who are learning Calculus.
A useful work in understanding the point of Calculus, how it is applied.
Useful overview of the history of calculus.
I am seeing a pattern of a lot of people looking for instructional calculus guides.
A useful calculus textbook
I am seeing a pattern of a lot of people looking for instructional calculus guides.
I am seeing a pattern of a lot of people looking for instructional calculus guides.
I love applied math, especially Calculus.
I am seeing a pattern of a lot of people looking for instructional calculus guides.
An intersting application based work.
Recent circulation, useful work.
An intersting textbook approach to calculus.
An interesting overview of parts of the history of math.
A useful overview of Euclid. He was an important figure in math.
Solid circulation, a fairly prominent mathematician.
Solid circulation, a fairly prominent mathematician.
Another useful overview of Euclid. more recent ciruclation despite older work.
This seems to be a useful overview of this branch of math. It is a bit niche.
This seems to be a useful overview of this branch of math. It is a bit niche.
Useful as an introduction to pre-calc.
Seems to be a useful overview of pre-calculus. Probably worth keeping, despite no circulation.
Our most recent work on Real Analysis.
Good circulation, technical math is pretty important for us with a bunch fo technical programs.
Honestly, I'm keeping this one just for the title. I can see somebody being intersted by this for the Beatles reference on the titl
Decent circulation fairly recent circulation.
Fairly recent overview of this concept.
This seems to be an interseting overview of math and ways of understanding I think it's worth keeping.
Seems like a useful overview of practical math. Fairly recent circulation.
Useful for our chemistry program.
Useful for our engineering and math folks.
Decent circulation, a fairly decent work. Seems to have useful applications.
Our most recent work on differential equations. We may want to keep.
Our most recent work on differential equations. We may want to keep.
Quite a bit of circulation. Probably want to keep.
Quite a bit of circulation. Probably want to keep.
Useful as a textbook.
This has circulated quite well. May be good
Useful for understanding the basics of math for people who might not be as intersted in math as others.
Useful as a textbook.
Fairly recent book with very recent circulation.
We want to keep as many works on the trades as possible.
We want to keep as many works on the trades as possible.
Tech math, useful for us.
Quite decent circulation. Enough to justify us keeping it.
Fairly recent and decent circulation.
Decently recent circulation, and fairly decent circulation.
Fairly recent work.
Decently recent circulation, and fairly decent circulation.
Another useful overview of mathematical modeling.
Fairly recent work, with very recent circulation.
This is fairly useful in our current world, whcih is based around systems like computers.
This is an intresting concept in trigonometry. I don't knwo how much value there is in it. But it seems interesting to me.
This is a fairly recent work, so, that is why we should keep this.
The SAT is a prominent work, so, we might need to keep testing guides.
This is an interseting overview of problem solving in the field of math.
Seems like an interesting history of Geometry.
Useful for people who are intersted in learning geometry. Fairly sold circulation and fairly recent too.
The visualization of mathematics is an important part of math, especially now.
Quite a bit of circulation, and very recent too.
Some ok circulation, however, it is a bit older.
I think this has value for both people interested in math and art.
Quite good circulation. Even though we are keeping some other works ofn fractals.
More recent ciruclation, a classic of math, so, may be useful.
Good circulation, a useful, broad, work on Geometry.
Good circulation, a useful, broad, work on Geometry.
Good circulation, a useful, broad, work on Geometry.
This seems to be quite an intersting part of geometry teaching and learning how to "think" geometrically
More recent work, more recent circulation. The golden ratio is signifigant in math, natural sciences, and art.
Recent circulation, practical geometry is useful.
Interesting as a history of pi, an imcredibly important concept in math.
Recent circulation, a fairly interesting idea.
These have quitea few applications in modern technology, biology, and computer science.
Useful for our drafting program.
A really intersting application/subfield of geometry
Solid circuation.
Solid circuation.
Move to QB460-466 with Astrophysics
Useful as an introduction ot his particular branch of math.
Chaos theory is an important way that we understand our world. I think we should keep this.
Some fairly decent circulation. A fairly intersting work.
These sorts of broad problem solving works have broad applications in a number of fields, not just math, so, I think we should
These sorts of broad problem solving works have broad applications in a number of fields, not just math, so, I think we should
These sorts of broad problem solving works have broad applications in a number of fields, not just math, so, I think we should
Our most recent work on this topic.
This seems to be a useful history of geography comparing and contrasting euclidian and non-euclidian geometry. Ultimately w
This seems like a useful reference on this sort of math. Still has some value as a ready reference work.
This is a fairly interesting work about the importance of math literacy. I think we hsould keep this.
Very recent circulation.
This is intersting as a dictionary work on math.
Popular communicaiton of mathematical concepts is incredibly important and intersting, this work probably has some value fo
calculators are an incredibly important part of math. We should probably use these works.
Fairly recent circulation with decent circulation.
Fairly recent circulation with decent circulation.
Fairly recent circulation with decent circulation.
Fairly recent circulation with decent circulation.
A useful overview of computer science and reality. This seems to be useful for understanding computer science. Potentially m
Fairly recent circulation with decent circulation.
very recent circulation.
This seems to be an interseting overview of experimental mathematics as well as the role of computers in math.
Move to BM500 with other works on the Kabblah.
Fairly recent work.
Fairly recent work.
Fairly recent work with recent circulation.
This seems like an interesting work about logic. Probably belongs more in BC.
A useful introduction to math and logic. Fairly recent circulation.
Very recent circulation.
Fairly recent work on math and logic.
A pretty useful overview of infinity, which is an important concept in math as well as our understanding of the universe.
This is an important work in the history of math theory, and useful in connecting math and logic.
This is an intreresting overview of proofs our most recent overview as well.
This is our most recent overview of how to do proofs.
Fairly recent, incredibly important bringing people from high school math to college math.
Solid overview of math proofs. This is an important part of professional math.
I quite like math proofs, they are my favorite part of math, so, I'm heavily biased to want to keep our books on proofs.
Solid overview of math proofs. This is an important part of professional math.
Our most recent work on fuzzy logic. A fairly useful and intersting topic.
Move to T11 with other works on technical communication.
Fairly recent work on different concepts in math.
This seems to be quite interesting, these sorts of works on "what you didn't learn" on a certain subject are fairly useful for peo
This seems like an intersting overview of math applied to the daily life.
Some ok ciruculation, fairly recent too.
An interesting, somewhat recent, work on applied work.
Some ok ciruculation, fairly recent too, recent work.
Some good circulation for a book on math.
Some ok ciruculation, fairly recent too.
Recent circulation, an interesting work.
This is a solid overview of math and learning how to appeciate math.
Ok circulation, if a bit outdated.
REcent work with recent circulation.
Ok circulation, and somewhat recent too.
Has some value in that it focuses on math in context of computing.
Some fairly recent circulation.
We might want to take a look at this, might be GV1491-1507 (puzzles)
An interesting work connecting math to the natural world.
Seems like a pretty interesting overview of math and its applications to the real world. Probably has value in a quick resource.
This is incredibly useful in understanding the relationship between math and democracy. Has some value.
`
Analysis of Reynolds, H.1977 HA29 .R4 1977 0 1/1/1901 Dispose Outdated, low circulation, we have o
The real nuOlmsted, J 1962 QA 255.O43 1962 0 1/1/1901 Dispose Fairly outdated, we have other broad
In search of more effe 1994 QA11 .I439 1994 6 1/27/2010 Dispose Outdated. This is based on the 2nd m
Perspectives on Africa 2000 QA13 .P462 2000 0 1/1/1901 Dispose We are keeping other, more recent,
Perspectives on gender2001 QA13 .P464 2001 2 11/6/2008 Dispose We are keeping other, more recent,
Perspectives on Latinos1999 QA13 .P465 1999 0 1/1/1901 Dispose We are keeping other, more recent,
Perspectives on multic 2000 QA13 .P468 2000 3 3/4/2010 Dispose We are keeping other, more recent,
Perspectives on Asian A1999 QA13 .P48 1999 0 1/1/1901 Dispose We are keeping other, more recent,
Mathematics in the ear1999 QA135.5 .M36933 1999 2 11/9/2007 Dispose We have several works like this and
Mathematica Long, Calvi 2009 QA135.6 .L66 2009 1 1/18/2011 Dispose Circulation numbers do not justify us
Number : f Gazalé, M 2000 QA141 .G39 2000 4 4/5/2007 Dispose We are keeping a couple of other wo
Number in pKamii, Cons 1982 QA141.15 .K348 1982 4 10/7/2014 Dispose Circulation numbers do not justify us
From one toIfrah, Georg1985 QA141.2 .I3613 1985 0 1/1/1901 Dispose We are keeping other, similar works
Number word Menninger, 1969 QA141.2 .M4513 1969 3 5/28/2010 Dispose We are keeping other works on the h
Algebra / Haenisch, Si1998 QA152.2 .H34x 1998 0 1/1/1901 Dispose This algebra text book hasn't gotten
ExperiencinThomasson,1999 QA152.2 .T43 1999 14 9/16/2015 Dispose This has had some pretty good circul
Applied mod Dornhoff, La1978 QA162 .D67 1978 5 7/22/2016 Dispose We are keeping other algebra textbo
CombinatoriHall, Marsh 1967 QA164 .H3 1967 2 9/9/2003 Dispose We are keeping another work on Co
The Zen of m Pickover, Cl 2002 QA165 .P53 2002 1 11/22/2004 Dispose This work hasn't circulated to a grea
IntroductionLedermann,1961 QA171 .L48 1961 4 5/14/2010 Dispose We are keeping another work on gro
The theory Rotman, Jos1965 QA171 .R67 1966 4 5/14/2010 Dispose We are keeping another work on gro
Infinite asc Berlinski, D 2005 QA21 .B54 2005 6 10/30/2017 Dispose We are keeping other works on the h
The NortonGrattan-Gui 1998 QA21 .G695 1998 4 5/29/2015 Dispose We are keeping other works on the h
Who gave you the Epsil2008 QA21 .W46 2008 0 1/1/1901 Dispose We are keeping several other works
The develo Bell, Eric 1945 QA21.B4 1945 22 10/12/2007 Dispose While this has circulated a good amo
Capitalism Swetz, Fran 1987 QA23 .S94 1987 7 5/29/2012 Dispose This is maybe a historical curiosity, b
Number theo Weil, Andre 1984 QA241 .W3418 1984 8 5/27/2015 Dispose I don't know if we need another wor
ElementaryGordon, Car1975 QA248 .G62 1975 8 2/15/2012 Dispose Older work. We are keeping another
Set theory aStoll, Rober 1963 QA248 .S7985 1963 16 11/15/2019 Dispose We are keepig nanother, more recen
Modern eleWard, Morg1964 QA248.3 .W3 1964 8 7/1/2011 Dispose We are keeping other, more recent w
Modern appl Birkhoff, G 1970 QA251 .B49 1970 1 11/4/2017 Dispose Not very "modern" plus, we have oth
Linear alge Curtis, Char 1963 QA251 .C83 1963 4 9/17/2014 Dispose Older work, we are keeping a lot mo
Modern algWarner, Se 1990 QA251 .W36 1990 4 7/22/2016 Dispose I don't know how much value there
Vector analyGibbs, J. Wi 1901 QA261 .G4 1960 4 1/26/2008 Dispose This is a reprint of a work from 1901
A beautiful Siegfried, 2006 QA269 .S574 2006 6 9/17/2015 Dispose We are keeping another biography o
IntroductionAlder, Henry1968 QA273 .A43 1968 0 1/1/1901 Dispose Low circulation, outdated work.
Chance rules Everitt, Bria 1999 QA273 .E84 1999 0 1/1/1901 Dispose We are keeping other, similar, works
IntroductioGikhman, I. 1969 QA273 .G4763 1969 0 1/1/1901 Dispose We are keeping other works on chan
Probability Gray, James1967 QA273 .G68 1967 0 1/1/1901 Dispose Outdated, hasn't circulated.
Probability Maksoudian,1969 QA273 .M324 1969 0 1/1/1901 Dispose Work hasn't circulated and is older. W
A first cour Ross, Sheld 1976 QA273 .R83 1976 0 1/1/1901 Dispose Work hasn't circulated and is older. W
IntroductionHogg, Rober1978 QA276 .H59 1978 3 5/14/2010 Dispose We are keeping other works on stati
IntroductionLarson, Har 1973 QA276 .L315 1973 0 1/1/1901 Dispose We are keeping other works on stati
ElementaryLarson,
s Ron 2006 QA276.12 .L373 2006 17 1/31/2023 Dispose Circulation is not high enough for us
ElementaryLarson,
s Ron 2009 QA276.12 .L373 2008 11 10/22/2018 Dispose Circulation is not high enough for us
ElementaryLarson,
s Ron 2009 QA276.12 .L373 2008 11 10/22/2018 Dispose Circulation is not high enough for us
ConqueringWeaver, Jef 1997 QA276.12 .W374 1997 3 9/9/2011 Dispose We have other books like this and w
Computationa Sawitzki, G 2009 QA276.45.R3 S29 2009 1 8/23/2017 Dispose Circulation is not high enough for us
Arthur CaylCrilly, A. J., 2006 QA29.C39 C75 2006 1 11/19/2006 Dispose I don't think that Arthur Cayley is sig
The man ofDevlin, Keit 2011 QA29.F5 D48 2011 3 4/8/2015 Dispose We are keeping another work on Fib
Enigmas of Kac, Mark. 1985 QA29.K23 A34 1985 0 1/1/1901 Dispose A bit of a niche mathematician, and
The ultimate challenge 2010 QA292 .U48 2010 0 1/1/1901 Dispose I know this book is somewhat recent
Numerical aBurden, Ric 1981 QA297 .B84 1981 0 1/1/1901 Dispose Low circulation, not a lot of interest.
ElementarySmith, W. A 1986 QA297 .S56 1986 1 5/2/2013 Dispose Low circulation, not a lot of interest.
IntroductionGemignani, 1971 QA300 .G44 1971 4 5/14/2010 Dispose Real analysis works haven't circulate
The first si Euclid, 2010 QA31 .E875 2010 2 10/18/2011 Dispose We are keeping another work on Eu
The element Bartle, Rob 1966 QA312 .B3 1966 0 1/1/1901 Dispose We are keeping other works on integ
Volume andRogosinski, 1952 QA312 .R6 1952 0 1/1/1901 Dispose We are keeping other works on integ
Mathematics Matematiches 1964 QA36 .A454 1963 4 2/3/2005 Dispose We are keeping other works basic m
The element Bartle, Rob 1964 QA37 .B29 1964 0 1/1/1901 Dispose We are keeping other works on anal
Mathematics Lin, C. C.1 1974 QA37.2.L55 2 5/17/2004 Dispose We are keeping several works on ap
DifferentialVrabie, I. I. 2004 QA371 .V73 2004 3 12/10/2010 Dispose We are keeping other works on diffe
Technical mAustin, Jacq 1979 QA39.2 .A89 1979 1 9/24/2015 Dispose We are keeping a lot of other works
Mathematica Miller, Char 2001 QA39.2 .M55 2001 2 2/23/2006 Dispose We are keeping the later version of t
Mathematical ideas. 2004 QA39.3 .M55 2004 18 7/1/2014 Dispose Not enough circulation to justify us k
EngineeringMiller, Kenn1963 QA401 .M52 1963 0 1/1/1901 Dispose We are keeping other works like this
Studies in applied mat 1971 QA401 .S79 1971 0 1/1/1901 Dispose We are keep a lot of other applied m
Bob Miller'sMiller, Rob 2010 QA43 .M4934 2010 31 8/13/2018 Dispose Circulation isn't recent enough for us
A survey ofEves, Howa 1963 QA445 .E9 1963 5 7/22/2016 Dispose Low circulation, fairly older as well.
The PythagoMaor, Eli. 2007 QA460.P8 M36 2007 2 2/10/2011 Dispose We are keeping 2 other works on the
The golden Runion,
s Gar 1972 QA466 .R85 1972 2 4/9/2006 Dispose Older work, not as recent circulation
Orderly tangHolden, Ala 1983 QA491 .H626 1983 0 1/1/1901 Dispose We are keeping another work on kno
Dictionary of mathemat1999 QA5 .D4988 1999 1 3/21/2015 Dispose We are keeping other reference wor
Life of FredSchmidt, St 2003 QA531 .S35 2002 3 4/15/2014 Dispose Circulation numbers don't justify kee
Heavenly ma Van Brumme2013 QA535 .V36 2013 0 1/1/1901 Dispose Older version, we are keeping a mor
LogarithmicVega, Georg1896 QA55 .V521 1896 0 1/1/1901 Dispose There are calculators and e-resource
Topology / Dugundji, J 1966 QA611 .D8 1966 0 1/1/1901 Dispose We are keeping 2 other works on To
Fundamental Sims, Benja 1976 QA611 .S495 1976 3 2/12/2008 Dispose We are keeping a ocuple of other wo
An essay onRussell, Be 2007 QA681 .R87 2007 0 1/1/1901 Dispose While this is a classic of math history
A mathemati Hardy, G. H 1992 QA7 .H3 1992 0 1/1/1901 Dispose We have this as an e-book. I don't se
The JapanesYoshino, YoÌ1963 QA75 .Y6 1963 4 4/16/2019 Dispose This is a curiosity, and not really som
Descartes' Davis, Phili 1986 QA8.6 .D39 1986 5 1/29/2009 Dispose A work on the impact that computer
Evolution oWilder, Ra 1968 QA9 .W57 1968 11 12/16/2010 Dispose I mean, this is probably an ok overvie
The fuzzy fuKosko, Bart 1999 QA9.64 .K67 1999 0 1/1/1901 Dispose We are keeping other, more recent w
Slicing pizz Banks, Robe1999 QA93 .B358 1999 0 1/1/1901 Dispose We are keeping quite a few works on
Towing icebBanks, Robe1998 QA93 .B36 1998 0 1/1/1901 Dispose We are keeping quite a few works on
Life by the Devlin, Keit 1998 QA93 .D458 1998 1 1/17/2020 Dispose Low circulation and we have this as a
Why do buse Eastaway, R1998 QA93 .E18 1998 1 1/26/2015 Dispose We are keeping a lot of other books
The mathema Peterson, Iv 1988 QA93 .P475 1988 0 1/1/1901 Dispose This was published in 1988, so, I don
DissectionsFrederickso 2003 QA95 .F68 1997 0 1/1/1901 Dispose Pretty niche. I don't know how much
Mathematical wizardry 2009 QA95 .M3686 2009 0 1/1/1901 Dispose We are keeping other works that are
The mathemaPickover, Cl 2002 QA95 .P528 2002 0 1/1/1901 Dispose We are keeping another, similar, wo
Nonplussed!Havil, Julia 2007 QA99 .H38 2007 0 1/1/1901 Dispose We have this as an e-book.
The shoelacPolster, Bur 2006 QA99 .P65 2006 0 1/1/1901 Dispose Hasn't really circulated. It seems a bi
 , low circulation, we have other works on the analysis of data.
dated, we have other broad works on math.
. This is based on the 2nd mathematics test. There are several later tests.
eeping other, more recent, works on teaching math in diverse contexts.
eeping other, more recent, works on teaching math in diverse contexts.
eeping other, more recent, works on teaching math in diverse contexts.
eeping other, more recent, works on teaching math in diverse contexts.
eeping other, more recent, works on teaching math in diverse contexts.
several works like this and we have this as an ebook.
n numbers do not justify us keeping both copies.
eeping a couple of other works on different numbers. This one is older and hasn't circulated as recently.
n numbers do not justify us keeping both copies.
eeping other, similar works. I don't think this one has that much value.
eeping other works on the history of numbers, and his one is pretty outdated.
ra text book hasn't gotten any circulation, and we are keeping other algebra textbooks. .
ad some pretty good circulation. However, we are keeping several other works on College Algebra, so, I don't know if we need to keep thi
eeping other algebra textbooks and other applied works. This one is also fairly outdated for a "modern" work.
eeping another work on Combinatorics.
hasn't circulated to a great extent and is pretty niche. Plus we have an ebook of this.
eeping another work on group theory. Doesn't have enough circulation to justify us keping it.
eeping another work on group theory. Doesn't have enough circulation to justify us keping it.
eeping other works on the history of math that are more recent or have circulated more.
eeping other works on the history of math that are more recent.
eeping several other works on the history of math. This one is fairly limited in scope.
has circulated a good amount, it is quite outdated.
ybe a historical curiosity, but I don't see much value in our collection.
ow if we need another work on number theory.
k. We are keeping another work on this subject.
eepig nanother, more recent, work on set theory.
eeping other, more recent works on the history of math.
"modern" plus, we have other algebra work that hs circulated more.
k, we are keeping a lot more on algebra.
ow how much value there is in this work. Especially with us keeping so many more works on algebra.
eprint of a work from 1901. A curiosity, but not something with much value.
eeping another biography on him, and this isn't a swell known.
ation, outdated work.
eeping other, similar, works. I don't know if we need this one.
eeping other works on chance and randomness that aren't as outdated.
, hasn't circulated.
n't circulated and is older. We have other works on Statistics and Probability.
n't circulated and is older. We have other works on Statistics and Probability.
eeping other works on statistics, and this one is a decent amount older.
eeping other works on statistics, and this one is a decent amount older.
n is not high enough for us to justify keeping more than one copy
n is not high enough for us to justify keeping more than one copy
n is not high enough for us to justify keeping more than one copy
other books like this and we have this exact book as an e-book.
n is not high enough for us to justify keeping more than one copy
nk that Arthur Cayley is signifigant enough for us to keep a book on him.
eeping another work on Fibonacci. I don't know if we need 2.
niche mathematician, and not much of a unique perpesctive.
s book is somewhat recent, however, I don't know how much interest there is in this.
ation, not a lot of interest. We are keeping a couple of other works on this.
ation, not a lot of interest. We are keeping a couple of other works on this.
ysis works haven't circulated to a great extent. So, we don't need ot keep both copies.
eeping another work on Euclid's Elements. We don't need 2.
eeping other works on integral calculation. I don't know if this is necessary.
eeping other works on integral calculation. I don't know if this is necessary.
eeping other works basic math.
eeping other works on analysis. Plus, this is a fairly old work.
eeping several works on applied math. This one is pretty outdated too.
eeping other works on differential equations. This one hasn't circulated to a great extent, or fairly recently.
eeping a lot of other works on technical and applied math.
eeping the later version of this work. The earlier version hasn't circulated well.
gh circulation to justify us keeping both copies.
eeping other works like this and this one is outdated.
eep a lot of other applied math works, including ones that are more recent than this.
n isn't recent enough for us to justify both copies.
ation, fairly older as well.
eeping 2 other works on the Pythagrian Theorem, I don't know if we need a third. This one is the oldes.
k, not as recent circulation. Not enough circulation for us to justify keeping both.
eeping another work on knot theory.
eeping other reference works on math.
n numbers don't justify keeping both.
sion, we are keeping a more recent version.
calculators and e-resources for this.
eeping 2 other works on Topology, and this is the oldest one.
eeping a ocuple of other works in Topology
is a classic of math history, it is available for free on Project Gutenburg. Consdiering the complete lack of interest, I don't see much reason
this as an e-book. I don't see much of a need to keep it physically.
uriosity, and not really something I think is relevent for us now.
n the impact that computers have on our lives I'm sure would have changed a lot since the 80s.
his is probably an ok overview of math, but it is also fairly outdated, and we are keeping other works like this.
eeping other, more recent works on fuzzy logic.
eeping quite a few works on applied math.
eeping quite a few works on applied math.
ation and we have this as an e-book. We are keeping other, similar, works.
eeping a lot of other books like this, also, we have this as an e-book.
published in 1988, so, I don't know how "modern" the math being done is.
he. I don't know how much interest there is in this.
eeping other works that are similar to this.
eeping another, similar, work by that author.
this as an e-book.
ally circulated. It seems a bit niche and wierd.
't know if we need to keep this one.
terest, I don't see much reason to keep.