Books by Title

13 Lectures on Fermat’s last theorem A survey of numerical methods for the solution of
Ribenboim, Paulo Fredholm integral equations of the second kind
QA244.R5 Atkinson, Kendall E.
QA431.A84 (330)
A book of abstract algebra # Charles C. Pinter.
Pinter, Charles C. A theory of sets # Anthony P. Morse.
QA162.P56 Morse, Anthony P.
QA003.P8 no. 18
A bridge to advanced mathematics
Sentilles, Dennis A treatise on the theory of Bessel functions # by
QA9.S44 G.N. Watson.
Watson, G. N.
A collection of modern mathematical classics; QA408.W2
analysis.
Abelian groups.
Bellman, Richard Ernest /ed.
Fuchs, Laszlo
QA003.B43
QA171.F8
A course in homological algebra
Abelian varieties.
Hilton, P.J.
Lang, Serge
A course in universal algebra QA171.L28
Burris, Stanley Abelsche und exakte kategorien
QA251.B87 Brinkmann, H.B., Puppe, D.
A first course in abstract algebra # John B. Fraleigh. Abstract algebra
Fraleigh, John B. Deskins, W.E.
QA266.F7
Abstract algebra.
A first course in linear algebra Sah, Chih-han
Zelinsky, Daniel QA266.S15
A first course in rational continuum mechanics # C. Abstract harmonic analysis # Edwin Hewitt and
Truesdell. Kenneth A. Ross.
Truesdell, C. Hewitt, Edwin
QA808.2.P8 QA403.H4
A first course in topology Acta Numerica
Conover, Robert A. Bank, Randolph E.
QA611.C683 Adaptive control, filtering and signal processing
A first look at numerical functional analysis Astrom, KJ/ed.
Sawyer, W.W. Addition theorems; the addition theorems of group
QA297 theory and number theory # Henry B. Mann.
A first look at numerical functional analysis # W. Mann, Henry B.
W. Sawyer. QA241.M28
Sawyer, W. W. Advanced mathematics for scientists and engineers
QA320.S25 Spiegel, Murray R.
A first undergraduate course in abstract algebra # Advanced matrix theory for scientists and engineers
Abraham P. Hillman, Gerald L. Alexanderson. Deif, A.S.
Hillman, Abraham P.
Advanced vector analysis with application to
QA162.H54
mathematical physics
A mathematical introduction to fluid mechanics # A. Weatherburn, C.E.
J. Chorin and J. E. Marsden. QA261.W35
Chorin, Alexandre Joel
Afternotes on numerical analysis
QA901.C53
Stewart, G.W.
A primer for modern mathematics QA297.S785
Banks, Bernard W. Algebra
A radical approach to algebra Bourbaki, N.
Gray, Mary Algebra
A shorter model theory # Wilfrid Hodges. Godement, Roger
Hodges, Wilfrid Algebra
QA009.7.H65 Steinberger, Mark
QA.152.2.S7
A survey of modern algebra # Garrett Birkhoff [and]
Saunders MacLane. Algebra # Saunders MacLane [and] Garrett Birkhoff.
Birkhoff, Garrett Mac Lane, Saunders
QA251.B5 QA266.M254

1
Books by Title

Algebra Locale Algebraic theory of numbers

Serre, Jean-Pierre Samuel, Pierre
Algebraic topology
Algebraic K-theory Spanier, Edwin H.
Swan, R.G.
Algebre de fonctions et espaves de hardy
Algebraic K-theory and its geometric applications Lumer, G.
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Algebre second cycle
Borel, Emile
Algebraic K-theory.
Ample subvarieties of algebraic varieties
Bass, Hyman Hartshorne, Robin
QA169.B35
An analysis of the finite element method # Gilbert
Algebraic curves and cryptography Strang [and] George J. Fix.
Murty, V. Kumar/ed. Strang, William Gilbert
TA335.S77
QA565.A44
An elementary treatise on conic sections by the
Algebraic curves, an introduction to algebraic methods of coordinate geometry
geometry; notes written with the collaboration of Smith, Charles
Richard Weiss.
Fulton, William An essay toward a unified theory of special functions
based upon the functional equation [beta]
QA565.F97 Truesdell, C.
Algebraic extensions of fields # Paul J. McCarthy. QA431.T75
McCarthy, Paul J. An informal introduction to theoretical fluid
QA247.M18 mechanics # James Lighthill.
Lighthill, M. J., Sir
Algebraic geometry; introduction to schemes # I. G. QA911.L46
Macdonald.
An initroduction to projective geometry
Macdonald, I. G. Filon, L.N.G.
QA564.M3 QA471.F48
Algebraic logic. An introduction to abstract algebra
Halmos, Paul R. Ames, Dennis B.
QA266.H3 An introduction to abstract harmonic analysis.
Loomis, Lynn H.
Algebraic number theory. QA403.L64
Weiss, Edwin
An introduction to algebraic topology
QA241.W35 Wallace, Andrew H.
Algebraic recursion theory An introduction to analysis # Wilson M. Zaring.
Ivanov, L.L. Zaring, Wilson M.
QA9.615 QA303.Z3
An introduction to complex analysis in several
Algebraic spaces
variables.
Knutson, Donald Hormander, Lars
QA331.H64
Algebraic structures.
Lang, Serge An introduction to finite planes # A. Adrian Albert
[and] Reuben Sandler.
QA266.L3 Albert, A. Adrian
Algebraic surfaces # members of the seminar of I.R. QA471.A4
Ŝafareviĉ. [Translated from the Russian by Suzan An introduction to fluid dynamics # G.K. Batchelor.
Walker. Batchelor, G. K.
Shafarevich, I. R. /ed. QA911.B33
QA001.A413 no. 75 An introduction to homotopy theory.
Hilton, Peter John
Algebraic theory of graphs
QA611.H65
Teh, H.H.
An introduction to mathematical machine theory.
Algebraic theory of measure and integration. [Edited Ginsburg, Seymour
by P. Finsler, A. Rosenthal, and R. Steuerwald. QA076.G5
Translation by F.E.J. Linton].
An introduction to modern algebra
Caratheodory, Constantin Jones, Burtwon W.
QA247.C2813 QA162.J66

2
 Books by Title

An introduction to nonassociative algebras # Anneaux locaux Henseliens

Richard D. Schafer. Raynaud, Michel
Schafer, Richard D.
Application of Green’s functions in science and
QA003.P8 no. 22
engineering # Michael D. Greenberg.
An introduction to projective geometry. Greenberg, Michael D.
Pedoe, Daniel QA371.G68
QA471.P38
Applications of functional analysis in mathematical
An introduction to the analytic theory of numbers. physics. [Translated from the Russian by F.E.
Ayoub, Raymond George Browder].
QA241.A9 Sobolev, S. L.
QA401.S583
An introduction to the history of methematics
Eves, Howard Applied Bessel functions # F. E. Relton.
Relton, Frederick Ernest
An introduction to the theory of algebraic surfaces
QA408.R4
Zariski, Oscar
Applied combinatorial mathematics # George Polya
An introduction to the theory of functions of a
[and others] Editor: Edwin F. Beckenbach.
complex variable
Beckenbach, Edwin F. /ed.
Copson, E.T.
QA164.B4
An introduction to topology and homotopy
Applied descriptive geometry
Sieradski, Allan J.
Warner, Frank M.
QA611.S48
Applied functional analysis : a first course for
Analyse harmonique non-commutatice sur certaines
students of mechanics and engineering science # J.
espaces homogenes
Tinsley Oden.
Coifman, R.R., Weiss, G.
Oden, J. Tinsley
Analysis of communication networks QA320.O29
Mcdonald, David R./ed.
Applied functional analysis : an introductory
TK5101.A585
treatment # R.D. Milne.
Analysis of discretization methods for ordinary Milne, R. D.
differential equations # Hans J. Stetter. QA320.M54
Stetter, Hans J.
Applied linear algebra
QA372.S84
Noble, Ben
Analytic and algebraic dependence of meromorphic
functions Approaches to the theory of optimization # J.
Ponstein.
Andreotti, Also, Stoll, Wilhelm
Ponstein, Jacob
Analytic and plurisubharmonic functions QA402.5.P59
Herve, Michel
Approximation of elliptic boundary-value problems.
Analytic capacity and measure Aubin, Jean Pierre
Garnett, John QA374.A92
Analytic capacity and rational approximation Approximation theory; proceedings of a symposium
Zalchman, Lawrence held at Lancaster, July 1969, edited by A. Talbot.
Talbot, A. /ed.
Analytic function theory.
QA221.A66
Hille, Einar
QA331.H54 Asymptotic expansions # E.T. Copson.
Copson, E. T.
Analytic functions of several complex variables #
QA312.C58
Robert C. Gunning [and] Hugo Rossi.
Gunning, R. C. Asymptotic expansions.
QA331.G78 Erdelyi, Arthur
QA431.E7
Analytic geometry
Rider, Paul R. Asymptotic expansions: their derivation and
interpretation # R. B. Dingle.
Analytic geometry of space
Dingle, Robert B.
Snyder, Virgil. Sisam, C.H.
QA295.D45
Analytic geometry of three dimensions
Asymptotic methods in nonlinear wave theory #
Salmon, George
Alan Jeffrey, Takuji Kawahara.
Analytic theory of differential equations Jeffrey, Alan
Hseih, P.F./ed. Stoddart, A.W.J./ed. QA927.J39
Anneaux factoriels. Redaction de Artibano Micali. Asymptotic methods in stochastics
Samuel, Pierre Horvath, Lajos/ed.
QA247.S24 QA247.A1I55

3
Books by Title

Aufgaben und Lehrsatze aus der Analysis # G. Bifurcation theory and spatio-temporal pattern
Polya und G. Szego. formation
Polya, George Nagata, Wayne/ed.
QA043.P617 QA380.B566
Automated deduction in equational logic and cubic Boolean algebra and switching circuits
curves # W. McCune, R. Padmanabhan. Mendelson, Elliot
McCune, W.
QA076.9.A96M38 Boolean algebras.
Sikorski, Roman
Automatic continuity of linear operators # Allan M. QA266.S53
Sinclair.
Sinclair, Allan M. Boundary value problems of mathematical physics.
QA329.2.S56 Stakgold, Ivar
QA371.S828
Automorphic forms of GL(2)
Jacquet, H., Langlands, R.P. Brauer type embedding problems
Ledet, Arne
Automorphic forms on GL(2)
QA247
Jacquet, Herve
Buchi’s monadic second order successor arithmetic
Automorphic forms on semisimple Lie groups
Siefkes, Dirk
Harish, Chandra
Calabi-Yau varieties and mirror symmetry
Automorphic functions and number theory
Yui, Noriko/ed.
Shimura, Goro
QC20.7.M24C35
Axiomatic analysis; an introduction to logic and the
real number system, under the general editorship of Calculus in vector spaces without norm
David Vernon Widder. Frolicher, A., Bucher, W.
Katz, Robert Cardinal and ordinal numbers.
QA248.3.K3 Sierpienski, Waclaw
Axiomatic projective geometry. QA248.S44
Heyting, A. Categorical constructions in stable homotopy theory
QA554.H48 Tierney, Myles
Axiomatic set theory.
Categories cofibrees additives et complexe cotangent
Suppes, Patrick
relatif
QA248.S92
Grothendieck, A.
Banach spaces of analytic functions.
Categories tannakiennes
Hoffman, Kenneth
QA320.H6 Rivano, Neantro

Basic abstract algebra Category theory, homology theory and their

Schilling, Otto F.G. applications I
QA162.S34 Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.

Basic algebraic geometry Category theory, homology theory and their

Shafarevich, I.R. applications II
QA564.S4513 Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.

Basic concepts of geometry # Walter Prenowitz Category theory, homology theory and their
[and] Meyer Jordan. applications III
Prenowitz, Walter Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
QA681.P7
Celestial mechanics.
Basic number theory Sternberg, Shlomo
Weil, Andre QB351.S74
Bessel functions with some physical applications # Chaos
C. J. Tranter. Gleick, James
Tranter, C. J.
QA408.T7 Chaotic processes in the geological sciences
Yuen, David A/ed.
Beweismethoden der differentialgeometrie im groben
Huck, H. et al. Chaotic transport in dynamical systems
Wiggins, Stephen
Bifurcation theory and nonlinear eigenvalue QA614.8.W53
problems. Edited by Joseph B. Keller and Stuart
Antman. Characters of finite groups.
Keller, Joseph Bishop Feit, Walter
QA427.K4 QA171.F35

4
 Books by Title

Chec cohomological dimensions for commutative Combinatorics: room squares, sum free sets,
rings Hadamard matrices
Dobbs, David E. Wallis, W.D. et al.

Chomologie des espaces localement compacts d’apres Commutative algebra # Oscar Zariski and Pierre
J Leray Samuel, with the cooperation of I.S. Cohen.
Bored, Armand Zariski, Oscar
QA251.Z3
Circulant matrices # Philip J. Davis.
Commutative normed rings # I. Gelfand, D. Raikov,
Davis, Philip J.
and G. Shilov.
QA188.D37 Gel’fand, I. M.
Classical and modern branching processes QA320.G3613
Athreya, Krishna B/ed. Compact ordered spaces
Maurice, M.A.
Classical topology and combinatorial group theory
Stillwell, John Compact semitopological semigroups and weakly
QA611.S84 almost periodic functions
Berglund, J.F., Hofmann, K.H.
Classical topology and combinatorial group theory #
John Stillwell ; illustrated with 312 figures by the Compactification des espaces harmoniques
author. Meghea, Constantin
Stillwell, John
Comparison and oscillation theory of linear
QA611.S84 differential equations # C. A. Swanson.
Classification and identification of Lie algebras Swanson, C. A.
Snobl, Libor QA372.S92
QA252.3.S66 Completely 0-simple semigroups; an abstract
treatment of the lattice of congruences # Kenneth
Coherence in categories
M. Kapp [and] Hans Schneider.
Mac Lane, Saunders/ed. Kapp, Kenneth M.
Cohomological induction and unitary representations QA171.5.K36
# Anthony W. Knapp and David A. Vogan, Jr. Completions of categories
Knapp, Anthony W. Lambeck, Joachim
QA387.K565
Complex algebraic geometry # Janos Kollar, editor.
Cohomological topics in group theory Kollar, Janos /ed.
Gruenberg, Karl W. QA564.C655

Cohomologie Galoisienne Complex analysis # Serge Lang.

Serre, Jean-Pierre Lang, Serge
QA331.L255
Colloquium on methods of optimization
Complex analysis; an introduction to the theory of
Moiseev, N.N./ed.
analytic functions of one complex variable # Lars V.
Coloring mixed hypergraphs: Theory, algorithms and Ahlfors.
applications Ahlfors, Lars Valerian
Voloshin, Vitaly I. QA331.A45
QA166.23.V65 Complex variable theory and transform calculus with
technical applications.
Combinatorial and graph theoretical problems in
McLachlan, N. W.
linear algebra
QA432.M3
Brualdi, Richard A/ed.
Complex variables
Combinatorial group theory; presentations of groups Levinson, Norman
in terms of generators and relations # Wilhelm
Magnus, Abraham Karrass [and] Donald Solitar. Complex variables and applications.
Magnus, Wilhelm Churchill, Ruel Vance
QA171.M2 QA331.C524

Combinatorial optimization : algorithms and Complexe cotangent et deformations I

complexity # Christos H. Papadimitriou, Kenneth Illusie, Luc
Steiglitz. Complexe cotangent et deformations II
Papadimitriou, Christos H. Illusie, Luc
QA402.5.P37
Computational methods in ordinary differential
Combinatorial topology # P.S. Alexandrov. equations # J. D. Lambert.
Aleksandrov, P. S. Lambert, J. D.
QA612.S38513 QA372.L24

5
Books by Title

Computational methods in partial differential Curvature and homology.

equations # A. R. Mitchell. Goldberg, Samuel I.
Mitchell, A. R. QA003.P8 vol. 11
QA374.M68
Cyclic difference sets
Computational problems, methods, and results in Baumert, Leonard D.
algebraic number thehory
Zimmer, Horst A. Degenerate diffusions
Wei-Ming, Ni/ed.
Computational wave propogation
Engquist, Bjorn/ed. Der kanonische modul eines cohen-macaulay-rings
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Computer aided proofs in analysis
Meyer, Kenneth R/ed. Designs and their codes # E.F. Assmus, Jr., J.D.
Key.
Computer algebra Assmus, E. F.
Davenport, J.H. QA166.25.A87
Computer solution of ordinary differential equations Determinants and matrices.
: the initial value problem # L. F. Shampine, M. K.
Aitken, A. C.
Gordon.
QA191.A5
Shampine, Lawrence F.
QA372.S416 Die zwischenschenschrittmethode zur losung
mehrdeminsionalere
Computing and graphics in statistics
Janenko, N.N.
Buja, Andreas/ed.
Difference and differential equations
Conference on applications of numerical analysis
Morris, John/ed. Elaydi, Saber/ed.
QA431.I15145
Conference on group theory
Gatterdam, R./ed. Weston, K.W./ed. Differentiable periodic maps
Conner, Pierre Euclide
Conference on harmonic analysis
Gulick, Denny/ed. Lipsman, Ronald L./ed. Differential algebra and algebraic groups
Kolchin, E.R.
Conference on the numerical solution of differential
equations Differential equation and their applications
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Piaggo, H.T.H.

Conference on the theory of partial differential Differential equations from the algebraic standpoint
equations Fels Ritt, Joseph
Everitt, W.N./ed. Sleeman, B.D./ed.
Differential equations of applied mathematics
Conformal field theory with guage symmetry Duff, G.F.D
Ueno, Kenji
Differential equations with discontinuous righthand
QC174.52.C66.U54
sides # A.F. Filippov ; edited by F.M. Arscott.
Connected orderable spaces Filippov, A. F.
Kok, H. QA374.F4613
Contact problems in the classical theory of elasticity Differential equations, with applications and
Gladwell, G.M.L. historical notes # George F. Simmons.
Contributions to ergodic theory and probability Simmons, George Finlay
Sucheston, Louis QA372.S49

Control and optimal designs of distributed parameter Differential equations: geometric theory.
systems Lefschetz, Solomon
Lagnese, John/ed. QA371.L36

Cordes’ two-parameter spectral representation Differential forms

theory # D.F. McGhee & R.H. Picard. Cartan, Henri
McGhee, D. F. Differential forms, with applications to the physical
QA322.4.M43 sciences.
Counterexamples in analysis # Bernard R. Gelbaum Flanders, Harley
[and] John M.H. Olmsted. QA381.F56
Gelbaum, Bernard R.
Differential geometry # J. J. Stoker.
QA300.G4
Stoker, J. J.
Cours d’analyse QA641.S675
Hadamard, J.
Differential geometry # by Heinrich W.
Coxeter groups and Hopf algebras Guggenheimer.
Aguiar, Marcelo Guggenheimer, Heinrich W.
QA613.8.A384 QA641.G8

6
 Books by Title

Differential geometry and symmetric spaces. Dualitat lokalkompakter gruppen

Helgason, Sigurdur Heyer, Herbert
QA003.P8 vol. 12 Dynamical issues in combustion theory
Fife, Paul C/ed.
Differential geometry.
Auslander, Louis Dynamical systems: Stability theory and applications
QA641.A8 Bhatia, N.P., Szego, G.P.
Dynamics of a particle and of rigid bodies
Differential-difference equations # Richard Bellman
Loney, S.L.
[and] Kenneth L. Cooke.
Bellman, Richard Ernest Efficient graph representations
QA373.B4 Spinrad, Jeremy P.
QA166.242.S65
Differentialrechnung in der analytischen geometrie
Eigenfunction branches of nonlinear operators and
Berger, R. et al. their bifurcations
Pimbley, George H.
Differentiation von maben
Kolzow, Dietrich Eigenfunction expansions associated with
second-order differential equations.
Differenzierbare G-Mannigfaltigkeiten Titchmarsh, E. C.
QA371.T5
Janich, Klaus
Eine Termlogik mit Auswahloperator
Diophantine geometry. Hermes, Hans
Lang, Serge
Einfuhrung in die theorie der lokalkonvexen raume
QA564.L29 Floret, K., Wloka J.
Directions in robust statistics and diagnostics Einguhrung in die analytische zahlentheorie
Stahel, Werner/ed. Chandrasekharan, K.
Elementare geometrie
Dirichlet series and automorphic functions
Bachmann, F.
Weil, Andre
Elementary differential geometry.
Dirichlet’s principle, conformal mapping, and O’Neill, Barrett
minimal surfaces. With an appendix by M. Schiffer. QA641.O5
Courant, Richard Elementary differential topology # James R.
QA646.C6 Munkres.
Munkres, James R.
Disconjugacy
QA612.M85
Coppel, W.A.
Elementary mathematical analysis # Colin W. Clark.
Discontinuous groups and automorphic functions. Clark, Colin Whitcomb
Lehner, J. QA300.C56
QA351.L4 Elementary partial differential equations # Paul W.
Berg [and] James L. McGregor.
Discrete and combinatorial mathematics Berg, Paul W.
Grimaldi, Ralph P. QA374.B35
QA39.2.G748 Elementary theory of equations
Discrete and system models Lovitt, W.V.
Lucas, William F./ed. Elementary topology
QA37.2.M6 Gemignani, M.

Discrete event systems, manufacturing systems and Elementary topology; a combinatorial and algebraic
communication networks approach # Donald W. Blackett.
Blackett, Donald W.
Kumar, PR/ed.
QA611.B47
Discrete probability and algorithms Elements of abstract algebra # John T. Moore.
Aldous, David/ed. Moore, John T.
QA266.M6
Distributions, complex variables, and Fourier Elements of compact semigroups # Karl Heinrich
transforms # Hans Bremermann. Hofmann [and] Paul S. Mostert.
Bremermann, Hans Hofmann, Karl Heinrich
QA401.B65 QA171.H68

7
Books by Title

Elements of differential equations. differentiels linears

Kaplan, Wilfred Boboc, N., Mustata, P.
QA372.K22
Essays in commutative harmonic analysis
Elements of linear algebra # Lowell J. Paige [and] J. Graham, Colin C.
Dean Swift.
Paige, Lowell J. Etale homotopy
QA251.P25 Artin, M., Mazur, B.

Elements of numerical analysis. Exact categories and categories of sheaves

Henrici, Peter Barr, Michael et al.
QA297.H4 Faisceaux amples sur les schemas en groupes et les
Elements of quaternions espaces homogenes
Hamilton, William Rowan Raynaud, Michel

Elements of the theory of functions and functional Finely harmonic functions

analysis # A.N. Kolmogorov and S.V. Fomin. Fuglede, Bent
Translated from the 1st Russian ed. by Leo F. Boron.
Finite differences and difference equations
Kolmogorov, A. N.
Spiegel, Murray R.
QA331.K733
Finite graphs and networks; an introduction with
Elements of the theory of generalized inverses for
applications # Robert G. Busacker [and] Thomas L.
matrices
Saaty.
Cline, Randall E.
Busacker, Robert G.
Elements of the theory of the Newtonian potential QA166.B86
function
Finite translation planes
Peirce, B.O.
Ostrom, T.G.
Elements of the topology of plane sets of points # by
Finite-dimensional vector spaces.
M.H.A. Newman.
Halmos, Paul R.
Newman, M. H. A.
QA261.H33
QA611.N49
First course in functional analysis # Casper Goffman
Endliche Gruppen. [Von] B. Huppert.
[and] George Pedrick.
Huppert, Bertram
Goffman, Casper
QA171.H84
QA320.G6
Ensembles analytiqueus capacites mesures de
First course in the theory of equations # Leonard
Hausdorff
Eugene Dickson ...
Dellacherie, Claude
Dickson, Leonard E.
Entire functions. QA211.D54
Boas, Ralph Philip
First order mathematical logic.
QA003.P8 vol. 5
Margaris, Angelo
Enumerability, decidability, computability; an QA009.M32
introduction to the theory of recursive functions by
Flachen und ebene diskontinuierliche gruppen
Hans Hermes. Translated by G.T Herman and O.
Zieschangm H., Vogt, E. Coldewey, H.D.
Plassmann.
Hermes, Hans Flat manifolds
QA248.5.H413 Kamber, Franz, Tondeur, Philippe
Equations differentielles a points singuliers reguliers Flow control
Delinge, Pierre Gunzburger, Max D/ed.
Equivariant Pontrjagin classes and applications to Fluid structure interaction in offshore engineering #
orbit spaces editor: S.K. Chakrabarti.
Zagier, Don Bernard Chakrabarti, S.K. /ed.
Equivariant cohomology theories TC1665.F58
Bredon, Glen E. Fonctions de variables reelles et les developpements
en series de polynomes
Ergodic theory
Borel, Emile
Halmos, P.R.
Formal groups
Ergodic theory, entropy
Frohlich, A.
Smorondinsky, Meir
Foundations of Euclidean and non-Euclidean
Espaces de poisson des groups localement compacts
geometry # Ellery B. Golos.
Azencott, Robert
Golos, Ellery B.
Espaves harmoniques associes aux operateurs QA681.G6

8
 Books by Title

Foundations of Galois theory. Translated by Ann Free boundaries in viscous flows

Swinfen, with introductory foreword by translation Brown, Robert A/ed.
editor P. J. Hilton.
Free monoids and languages # H.J. Shyr.
Postnikov, M. M.
Shyr, H. J.
QA211.P613
QA267.3.S56
Foundations of algebraic geometry.
Function theory in polydiscs.
Weil, Andre
Rudin, Walter
QA001.A5225 vol. 29
QA331.R86
Foundations of combinatorial topology. [Translated
from the 1st (1947) Russian ed. by F. Bagemihl, H. Function theory: Interpolation and corona problems
Komm and W. Seidel] Sawyer, Eric T.
Pontryagin, L. S. QA321.S29
QA611.P615 Functional analysis
Foundations of linear algebra. Translated from the Gelbaum, Bernard R.
Russian by Thomas Craig Brown. Edited by J.B. Functional analysis # Kosaku Yosida.
Roberts. Yoshida, Kosaku
Mal’cev, A. I. QA320.Y6
QA251.M363
Functional analysis and semi-groups # Einar Hille
Foundations of modern analysis. [and] Ralph S. Phillips.
Dieudonne, Jean Alexandre Hille, Einar
QA003.P8 vol. 10 QA001.A5225 vol. 31,
Foundations of point set theory. Functions of a complex variable.
Moore, R. L. MacRobert, Thomas Murray
QA001.A5225 vol. 13, QA331.M
Foundations of projective geometry. Functions of several variables # Wendell H. Fleming.
Hartshorne, Robin Fleming, Wendell Helms
QA471.H33 QA331.F63
Foundations of the theory of Klein surfaces Fundamental concepts of algebra.
Alling, Norman, Greenlead, Newcomb Chevalley, C.
QA003.P8 vol. 7
Foundations of the theory of groupoids and groups #
O. Boreuvka ; [transl. from the German by Milada Fundamentalgruppen algebraischer
Boreuvkova]. mannigfaltigkeiten
Boreuvka, O. Popp, Herbert
QA171.B673
Fundamentals of Banach algebras.
Foundations of theoretical mechanics # Ruggero Hoffman, Kenneth
Maria Santilli. QA326.H64
Santilli, Ruggero Maria
QA805.S254 Fundamentals of abstract algebra # Neal H. McCoy.
McCoy, Neal Henry
Foundations of topology QA266.M22
Patty, Wayne
QA611.P33 Fundamentals of applied kinematics # D. C. Tao.
Tao, Deh Chang
Fourier analysis on groups. TJ175.T2
Rudin, Walter
QA403.R8 Galois theory: Hopf algebras, and semiabelian
categories
Fourier series # G.H. Hardy and W.W. Rogosinski. Janelidze, George/ed.
Hardy, G. H. QA247.4.G35
QA404.H3
Galois theory; lectures delivered at the University of
Fourier series and boundary value problems. Notre Dame # Dr. Emil Artin ... edited and
Churchill, Ruel Vance supplemented with a section on applications by Dr.
QA404.C6 Arthur N. Milgram ... Notre Dame, Ind.
Artin, Emil
Fourier series and orthogonal polynomials #
QA001.N87 no. 2
Dunham Jackson ...
Jackson, Dunham Gap-sheaves and extension of coherent analytic
QA404.J2 subsheaves
Siu, Yum-Tong, Trautmann, Gunther
Fourier series with respect to general orthogonal
systems # A. M. Olevskiaei ; translated from the General analysis pt. I ... by Eliakim Hastings Moore,
Russian by B. P. Marshall and H. J. Christoffers. with the cooperation of Raymond Walter Barnard.
Olevskiaei, A. M. Moore, Eliakim Hastings
QA404.5.O4313 QA009.M7

9
Books by Title

General investigations of curved surfaces Global differentiable systems

Gauss, Karl Freidrich Hajek, O./ed. et al.
General lattice theory # by George Gratzer.
Gratzer, George A. Global properties of linear ordinary differential
QA171.5.P8 vol. 75 equations # Frantiŝek Neuman.
General relativity for mathematicians # R. K. Sachs, Neuman, Frantiŝek
H. Wu. QA372.N48
Sachs, R. K.
QC173.55.S34 Global stablility of dynamical systems
General theory of Banach algebras. Shub, Michael
Rickart, C. E. QA611.5.S49713
QA247.R5
General topology Gradings on simple Lie algebras
Lipschutz, Seymour Elduque, Alberto
General topology. QA252.3.E43
Bourbaki, Nicolas
QA611.B65813 Graph theory and its applications
Alavi, Y./ed. et al.
Generalised functions, # D. S. Jones.
Jones, D. S.
QA320.J6 1966a Graph theory and sparse matrix computation
George, Allan/ed.
Generalized functions.
Gel’fand, I. M.
QA331.G373 Graph theory.

Generators and relations for discrete groups # Harary, Frank

H.S.M. Coxeter and W.O.J. Moser. QA166.H37
Coxeter, H. S. M.
QA171.C7 Grothendieck topologies

Genetic mapping and DNA sequencing Artin, M.

Speed, Terry/ed.
Group theory
Geometric algebra.
Artin, Emil Scott, W.R.
QA251.A7
Group theory # Eugene Schenkman.
Geometric discrepency
Matousek, Jiri Schenkman, Eugene

Geometric invariant theory. QA171.S36

Mumford, David
Group theory and its application to physical
QA564.M85
problems # by Morton Hamermesh.
Geometric representation theory and extended affine Hamermesh, M.
Lie algebras
Neher, Erhard/ed. QA171.H28
QA252.3.G46
Groupes de monodromie en geometrie algebrique
Geometry and analysis of projective spaces # C.E. Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Springer.
Springer, C. E.
QA554.S6 Groups and geometry # Roger C. Lyndon.
Lyndon, Roger C.
Geometry and the imagination # D. Hilbert and S.
Cohn-Vossen; translated by P. Nemenyi. QA171.L95
Hilbert, David
QA685.H515 Groups and representations # J.L. Alperin with
Rowen B. Bell.
Geometry and topology of manifolds
Alperin, J. L.
Boden, Hans U./ed.
QA611.A1.G47 QA176.A46
Gesammelte mathematische Werke und Groups and symmetry : a guide to discovering
wissenschaftlicher Nachlass ; hrsg. unter Mitwirkung mathematics # David W. Farmer.
von Richard Dedekind # Heinrich Weber.
Riemann, Georg Friedrich Bernhard Farmer, David W.
QA003.R55 QA174.2.F37

10
 Books by Title

Groups of cohomological dimension one Homotopical algebra

Cohen, Daniel E. Quillen, Daniel G.
Groups of finite order Homotopietheorie
Carmichael, Robert D. Dieck, T., Kamps, K.H., Puppe, D.
Groups of homotopy classes Homotopy limits, completions and localizations
Arkowitz, M., Curjel, CR. Bousfield, A.K., Kan, D.M.
Grundraume und verallgemeinerte funktionen Homotopy theory # Sze-tsen Hu.
Wloka, Joseph Hu, S. T.
H-spaces from a homotopy point of view QA003.P8 vol. 8
Stasheff, James
Homotopy theory and duality # Peter Hilton.
H-spaces neuchatel(suisse) Hilton, Peter John
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. QA611.H644
Hamiltonian dynamical systems Hopf algebras and Galois theory
Dumas, HS/ed. Chase, Stephen U., Sweedler, Moss E.
Handbook for matrix computations # Thomas F. Hydrodynamic limits and related topics
Coleman, Charles Van Loan. Feng, Shui/ed.
Coleman, Thomas F. QC174.85.P45H94
QA188.C65
Hyperfunctions and pseudo-differential equations
Hardy classes on Riemann surfaces Komatsu, H./ed.
Heins, Maurice
Hypergeometric functions and their applications #
Harmonic analysis on reductive p-adic groups James B. Seaborn.
Chandra, Harish Seaborn, James B.
Harmonic analysis on totally disconnected sets QA353.H9S43
Benedetto, John
Image models (and their speech model cousins)
Harmonische raume und ihre potentialtheorie Levinson, Stephen/ed.
Bauer, Heinz
Incompressible fluid dynamics.
High primes and misdemeanours Hunt, J. N.
der Poorten, Alf/ed. QA929.H8
QA246.H58
Induced representations of groups and quantum
Higher transcendental functions. Based, in part, on mechanics # George W. Mackey.
notes left by Harry Bateman, and compiled by the Mackey, George Whitelaw
staff of the Bateman Manuscript Project. [Director: QC174.1.M25
Arthur Erdelyi.
Erdelyi, Arthur /ed. Inequalities # G.H. Hardy, J.E. Littlewood [and] G.
QA351.B2 Polya.
Hardy, G. H.
Hilbert space methods for partial differential QA303.H25
equations
Showalter, R.E. Infinite matrices and sequence spaces.
QA374 Cooke, Richard G.
QA263.C6
History of the theory of numbers.
Dickson, Leonard E. Infinitesimal calculus
QA241.D5 Dieudonne, Jean
Holomorphic dynamics and renormaization Initial value methods for boundary value problems;
Lyubich, Mikhail/ed. theory and application of invariant imbedding #
QA614.83.H66 Gunter H. Meyer.
Homogeneous bounded domains and Siegel domains Meyer, Gunter H.
Kaneyuki, Soji QA379.M48

Homogeneous zero dimensional absolute Borel sets Insight to mathematical modelling

Engelen, A.J.M Kapur, J.N.

Homology theory Integral equation methods # C. D. Green.

Vick, James W. Green, C. D.
QA431.G74
Homology theory on algebraic varieties.
Wallace, Andrew H. Integral equations # F.G. Tricomi.
QA611.W25 Tricomi, F. G.
QA431.T73
Homology.
Mac Lane, Saunders Integral equations and their applications to certain
QA611.M32 problems in mechanics, mathematical physics, and

11
Books by Title

technology. Translated from the Russian by A.H. Introduction to combinatorics

Armstrong. Berman, Gerald
Mikhlin, S. G.
Introduction to commutative algebra
QA431.M463
Macdonald, I.G.
Integral transforms in mathematical physics Introduction to contemporary mathematics.
Tranter, C.J. Hu, S. T.
Integral, measure and derivative: A unified approach QA039.H78
Shilov, G.E. Introduction to elliptic functions with applications
Bowman, F.
Integrales de lebesgue fonctions d’ensemble calleses
de baire Introduction to field theory # Iain T. Adamson.
Borel, Emile Adamson, Iain T.
QA247.A25
Integrales singulieres
Zygmund, Antoni Introduction to functional analysis.
Taylor, Angus Ellis
Integration theory QA320.T3
Bichteler, Klaus
Introduction to general topology
Interpolationsmethoden zur behandlung von Cain, George L.
approximationsprozessen auf banachraumen QA611.C22
Berens, Hubert Introduction to graph theory # Robin J. Wilson.
Wilson, Robin J.
Intrinsic geometry of surfaces
QA166.W55 1972b
Aleksandrov, A.D.
Introduction to higher algebra # Maxime Bocher ...
Intro to Grothendieck duality theory prepared for publication with the cooperation of
Altman, Allen, Kleiman, Steven E.P.R. Duval ...
Bocher, Maxime
Introduction the mathematical logic
QA155.B66
Dinkines, Flora
Introduction to linear algebra.
Introduction to Fourier analysis and generalised Stewart, Frank Moore
functions. QA251.S8
Lighthill, M. J., Sir
QA404.L72 Introduction to linear elasticity # Phillip L. Gould.
Gould, Phillip L.
Introduction to Lie groups and transformation QA931.G64
groups
Introduction to linear system theory.
Tondeur, Phillippe
Chen, Chi-Tsong
Introduction to abstract algebra # Elbert A. Walker. QA402.C44
Walker, E. Introduction to logic
QA162.W35 Copi, Irving M.
Introduction to algebraic geometry Introduction to logic
Mumford, David Jason, Gary
QA374.Z54
Introduction to algebraic geometry.
Lang, Serge Introduction to mathematical logic.
QA564.L3 Mendelson, Elliott
QA009.M4
Introduction to analysis.
Rosenlicht, Maxwell Introduction to mathematical systems theory
QA300.R63 Polderman, Jan Willem
QA614.8.P65
Introduction to applied mathematics # Gilbert
Introduction to metamathematics # by Stephen Cole
Strang.
Kleene.
Strang, Gilbert
Kleene, Stephen Cole
QA037.2.S87
QA009.K65
Introduction to applied mathematics # L. Sirovich. Introduction to metric spaces # C. G. C. Pitts.
Sirovich, L. Pitts, Charles George Clarke
QA039.2.S525 QA611.28.P57
Introduction to calculus and classical analysis # Introduction to modern abstract algebra # David M.
Omar Hijab. Burton.
Hijab, O. Burton, David M.
QA303.H54 QA266.B85

12
 Books by Title

Introduction to modern algebra. the lectures given by Laurent Schwartz.

McCoy, Neal Henry Halperin, Israel
QA266.M22 QA432.H33

Introduction to modern set theory Introduction to topology

Roitman, Judith Baker, Crump W.
QA248.R645 Introduction to topology and modern analysis.
Introduction to number theory Simmons, George Finlay
Adams, William W. QA611.S49
Introductory complex analysis and applications
Introduction to numerical analysis # F. B.
Derrick, William R.
Hildebrand.
Hildebrand, Francis Begnaud Introductory functional analysis with applications #
QA297.H54 Erwin Kreyszig.
Kreyszig, Erwin
Introduction to numerical analysis # Gerard P. QA320.K74
Weeg [and] Georgia B. Reed.
Weeg, Gerard P. Invariant manifolds and fibrations for perturbed
QA297.W4 nonlinear schrodinger equations
Li, Charles
Introduction to population modeling QC174.28.W28L5
Frauenthal, James C.
Invariant theory.
Introduction to quadratic forms. Fogarty, John
O’Meara, O. T. QA201.F63
QA243.O4
Inverse problems in wave propogation
Introduction to robust and quasi-robust statistical Chavent, Guy/ed.
methods # William J.J. Rey. Investigations on the theory of the brownian
Rey, William J. J. movement
QA276.R46 Einstein, Albert
Introduction to singular perturbations # Robert E. Japan-United States seminar on ordinary differential
O’Malley, Jr. and functional equations
O’Malley, Robert E. Urabe, Minoru/ed.
QA379.O4
Jordan-Algebren # Hel Braun und Max Koecher.
Introduction to the finite element method; a Braun, Hel
numerical method for engineering analysis # QA251.B69
Chandrakant S. Desai [and] John F. Abel.
K-theory # M. F. Atiyah. Notes by D. W.
Desai, C. S.
Anderson. fall, 1964.
TA640.2.D48
Atiyah, Michael Francis
Introduction to the foundations of mathematics # QA611.A8
Raymond L. Wilder.
K-theory of finite groups and orders
Wilder, Raymond Louis Swan, Richard G., Graham-Evans, E.
QA009.W58
Kan extensions in enriched category theory
Introduction to the theory of Banach space # Mitio Dubuc, Eduardo
Nagumo.
Nagumo, Michio Kategorien und funktoren
QA322.2.N33 Brinkmann, H.B., Puppe, D.

Introduction to the theory of abstract algebras # Knots and surfaces : a guide to discovering
Richard S. Pierce. mathematics # David W. Farmer and Theodore B.
Pierce, Richard S. Stanford.
Farmer, David W.
QA266.P53
QA166.F37
Introduction to the theory of algebraic functions of
Kobordismentheorie
one variable.
Brocker, Theodor, Dieck, Tammo tom
Chevalley, C.
QA331.C48 Kompakt erzeugte vektorraume und analysis
Seipp, Ulrich
Introduction to the theory of algebraic numbers and
functions. Translated by George Striker. Kongruenzklassengeometrien
Eichler, M. Wille, Rudolph
QA003.P8 vol. 23 Kontinuierliche Geometrien. [Obersetzt und fur
Introduction to the theory of analytic spaces deutsche Ausg. bearb. von Sibylla Crampe, Gunter
Narasimhan, Raghavan Pickert und Rudolf Schauffler]
Maeda, Fumitomo
Introduction to the theory of distributions, based on QA471.M315

13
Books by Title

Konvergenz von differenzenverfahren fur lineare und variable reelle

nichtlineare anfangswertaufgaben Borel, Emile
Ansorge, R., Haas, R. Lecons sur la theorie de la croissance
Borel, Emile
Kuramochi boundaries of Riemann surfaces
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Lecons sur la theorie des functions
Borel, Emile
LAPACK users’ guide # E. Anderson ... [et al.]. Lecons sur les fonctions discontinues
Anderson, E. /ed. Baire, Rene
QA076.73.F25L36
Lecons sur les series a termes positifs
L1̂ algebras and segal algebras Borel, Emile
Reiter, Hans Lecons sur les series divergentes
Borel, Emile
La geometrie des groupes classiques.
Lecons sur les theories generales de l’analyse
Dieudonne, Jean Alexandre
Baire, Rene
QA385.D5
Lecture on morse theory
Lambda rings and the representation theory of the Bott, R.
symmetric group
Lectures in abstract algebra.
Knutson, Donald Jacobson, Nathan
QA266.J3
Lanalyse harmonique dans le domain complexe
Akutowicz, E.J./ed. Lectures in modern analysis and applications II
Glimm, J. et al.
Large deviations Lectures in modern analysis and its applications III
den Hollander, Frank Dudley, R.M. et al.
QA273.67.H65
Lectures in modern analysis and their applications I
Large scale optimization with applications Atiyah, M.F. et al.
Biegler, Lorenz/ed. Lectures in projective geometry.
Seidenberg, A.
Lattice theory. QA471.S42
Birkhoff, Garrett
Lectures in set theory
QA001.A5225 vol. 25 Jech, Thomas
Lattice theory; first concepts and distributive Lectures on Gleason parts
lattices. Bear, Herbert S.
Gratzer, George A. Lectures on K(X)
QA171.5.G73 Bott, R.
Lattices over orders I Lectures on Lie groups # J. Frank Adams.
Roggenkamp, Klaus W., Huber Dyson, Verena Adams, J. Frank
QA385.A3
Lattices over orders II Lectures on Riemann surfaces # R.C. Gunning.
Roggenkamp, Klaus W. Gunning, Robert C.
QA333.G8
Le calcul des residus
Lectures on algebraic and differential topology
Lindelof, Ernst
Bott, R., Gitler, S., James, I.M.
Le calcul differentiel dans les espaces de Banach Lectures on algebraic model theory
Michal, Aristotle D. Hart, Bradd/ed.
QA9.7.H37
Le spectre d’une variete Riemannienne
Lectures on algebraic topology # Albrecht Dold.
Berger, Marcel, Gauduchon, Paul, Mazet, Edmond Dold, A.
QA612.D65
Le theoreme de Picard-borel et la theorie des
fonctions meromorphes Lectures on algebraic topology # Marvin J.
Nevanla, Rolf Greenberg.
Greenberg, Marvin J.
Lecons d’analayse fonctionelle QA611.G65
Levy, Paul Lectures on automorphic L-functions
Cogdell, James W.
Lecons sur l’approximation des fonctions d’une QA246.C64

14
 Books by Title

Lectures on differential and integral equations. Lectures on p divisible groups

Yoshida, Kosaku Demazure, Michel
QA372.Y613 Lectures on prediction theory
Urbanik, K.
Lectures on differential geometry.
Sternberg, Shlomo Lectures on quasiconformal mappings
QA641.S66 Ahlfors, Lars V.
Lectures on rings and modules
Lectures on elementary number theory.
Lambek, Joachim
Rademacher, Hans
QA241.R22 Lectures on rings and modules
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Lectures on ergodic theory.
Lectures on summability
Halmos, Paul R.
Peyerimhoff, A.
QA614.H3
Lectures on the Eulenberg-Moore spectral sequence.
Lectures on forms in many variables # Marvin J. Smith, Larry
Greenberg.
Lectures on the action of a finite group
Greenberg, Marvin J.
Conner, Pierre E.
QA201.G76
Lectures on the applications of sheaves to ring theory
Lectures on functional equations and their Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
applications
Lectures on the h-cobordism theorem # John
Aczel, J.
Milnor. Notes by L. Siebenmann and J. Sondow.
63-16715 Milnor, John Willard
Lectures on functional equations and their QA612
applications # J. Aczel. Translated by Scripta Lectures on the theory of algebraic functions of one
Technica, inc., supplemented by the author; edited variable
by Hansjorg Oser. Deuring, Max
Aczel, J.
Left principle ideal rings
QA431.A3513
Jategaonkar, A.V.
Lectures on general algebra. Authorized translation Lehrbuch der Algebra.
by K.A. Hirsch. Weber, Heinrich
Kurosh, A. G. QA155.W373
QA155.K813
Les foncteurs derives de lim et leurs applications en
Lectures on global optimization theorie des modules
Pardalos, Panos M./ed. Jensen, C.U.
QA402.5.L393 Lie algebras
Stewart, Ian
Lectures on injective modules and quotient rings
Faith, Carl Lie algebras and Lie groups; 1964 lectures given at
Harvard University.
Lectures on modern mathematics. Serre, Jean Pierre
Saaty, Thomas L. QA251.S48
QA007.S2 Lie algebras.
Jacobson, Nathan
Lectures on modular forms. Notes by Armand QA251.J27
Brumer.
Gunning, R. C. Lie groups and Lie algebras
Bourbaki, N.
QA244.G8
Lie groups and quantum mechanics
Lectures on monte-carlo methods Simms, D.J.
Madras, Neal
Linear algebra
QA298.M33
Mostow, George D.
Lectures on n-dimensional quasiconformal mappings Linear algebra # Klaus Janich.
Vaisala, Jussi Janich, Klaus
QA184.J36
Lectures on non standard analysis
Machover, M., Hirschfeld, J. Linear algebra and geometry
Dieudonne, Jean
Lectures on operator theory Linear algebra and projective geometry.
Rajarama Bhat, B.V./ed. Baer, Reinhold
QA387.L42 QA003.P8 vol. 2

15
Books by Title

Linear algebra done right # Sheldon Axler. Linear partial differential operators
Axler, Sheldon Jay Hormander, L.
QA184.A96
Linear topological spaces
Linear algebra for control theory
Kelley, J.L.
Dooren, Pul Van/ed.

Linear algebra for signal processing Lineare optimierung grover systeme

Bojanczyk, Adam/ed. Kunzi, H.P., Tan, S.T.

Linear algebra, markov chains, and queueing models Local cohomology

Meyer, Carl D/ed. Grothendieck, A.

Linear algebraic groups Local rings.

Humphreys, James E. Nagata, Masayoshi
QA171.H83
QA247.N28
Linear algebraic groups. Notes taken by Hyman
Bass. Local semi dynamical systems
Borel, Armand Bhatia, N.P., Hajek, O.
QA564.B58
Logic and algorithms, with applications to the
Linear determinants with applications to the Picard computer and information sciences # Robert R.
scheme of a family of algebraic curves Korfhage.
Iverson, Birger Korfhage, Robert R.
QA009.K678
Linear differential equations and function spaces #
Jose Luis Massera [and] Juan Jorge Schaffer. Logic for mathematicians.
Massera, Jose Luis Rosser, J. Barkley
QA003.P8 vol. 21
BC135.R58
Linear differential transformations of the second
Lokal prasentierbare kategorien
order
Boruvka, O. Gabirel, Peter, Ulmer, Friedrich

Linear differential transformations of the second Low rank representations and graphs for sporadic
order; translated [from the German] by F. M. groups # Cheryl E. Praeger, Leonard H. Soicher.
Arscott. Praeger, Cheryl E.
Boreuvka, O. QA177.P74
QA372.B6813
Manifolds
Linear geometry # K. W. Gruenberg and A. J. Weir.
Kuiper, Nicolaas/ed.
Gruenberg, Karl W.
QA564.G72 Manual of mathematical physics.
Linear integral equations # William Vernon Lovitt ... Richards, Paul I.
Lovitt, William Vernon QC20.R5
QA431.L7
Maple : a comprehensive introduction # Roy
Linear matrix inequalities in system and control Nicolaides, Noel Walkington.
theory # Stephen Boyd ... [et al.]. Nicolaides, Roy A.
Boyd, Stephen QA076.95.N53
QA402.3.L489
Martingales
Linear operators # Nelson Dunford and Jacob T. Dinges, Hermann/ed.
Schwartz. With the assistance of William G. Bade
and Robert G. Bartle. Martingales and stochastic integrals I
Dunford, Nelson
Meyer, Paul-Andre
QA329.2.D85
Linear operators in Hilbert space. Translation by Jay Mathematical analysis
Strum. Rev. and edited by A. Shenitzer and D. Goursat, E.
Solitar.
Schmeidler, Werner Mathematical analysis, a special course # G. Ye.
QA691.S3513 Shilov. Translated by J.D. Davis. English translation
edited by D.A.R. Wallace.
Linear operators; spectral theory and some other Shilov, G. E.
applications.
QA303.S553
Cooke, Richard G.
QA251.C65 Mathematical approches to biomolecular structure

16
 Books by Title

and dynamics Matrix analysis # Rajendra Bhatia.

Mesirov, Jill P/ed. Bhatia, Rajendra
Mathematical crystallography QA188.B485
Jaswon, M.A. Matrix analysis # Roger A. Horn, Charles R.
Mathematical education of engineers Johnson.
Mustoe, L.R. /ed. Horn, Roger A.
QA188.H66
Mathematical finance
Davis, Mark HA/ed. Matrix computations # Gene H. Golub, Charles F.
Van Loan.
Mathematical methods for physicists.
Golub, Gene H.
Arfken, George B.
QA037.2.A74 QA188.G65

Mathematical modelling Maxima and minima without calculus # by Ivan

Klamkin, Murray S./ed. Niven.
Niven, Ivan Morton
Mathematical modelling techniques # R. Aris. QA306.N58
Aris, Rutherford.
QA401.A68 Maximum and minimum principles : a unified
approach, with applications # M.J. Sewell.
Mathematical physics in mathematics and physics
Sewell, M. J.
Longo, Roberto/ed.
QC20.7.O65 M37 QA316.S35

Mathematical programming : structures and Measure, Lebesgue integrals and Hilbert space # A.
algorithms # Jeremy F. Shapiro. N. Kolmogorov and S. V. Fomin. Translated by
Shapiro, Jeremy F. Natascha Artin Brunswick and Alan Jeffrey.
QA402.5.S5 Kolmogorov, A. N.
QA312.K583
Mathematical thought from ancient to modern times
Kline, Morris Measure, topology, and fractal geometry # Gerald
A. Edgar.
Mathematician’s delight
Sawyer, W.W. Edgar, Gerald A.
QA614.86.E34
Mathematics applied to deterministic problems in
the natural sciences # C. C. Lin [and] L. A. Segel. Mechanics for students of physics and engineering
With material on elasticity by G. H. Handelman. Crew, Henry
Lin, C. C.
QA037.2.L55 Meomorphic functions and linear algebra
Nevenlinna, Olavi
Mathematics applied to deterministic problems in QA331.N456
the natural sciences # C.C. Lin, L.A. Segel ; with
material on elasticity by G.H. Handelman. Methode simpliciale en algebre homologique et
Lin, C. C. algebre commutative
QA037.2.L55 Andre, Michael
Mathematics for scientists and engineers Methodes algebriques en mechanique statistique
Bajpai, A.C.
Eckmann, J.P., Guenin, M.
QA37.2.B34 (366)
Mathematics in industrial problems Methodes et problemes de theorie des fonctions
Friedman, Avner Borel, Emile

Mathematics in industrial problems Methods of mathematical economics : linear and

Friedman, Avner nonlinear programming : fixed-point theorems #
Joel Franklin..
Mathematics in industrial problems
Franklin, Joel N.
Friedman, Avener
QA402.5.F73
Mathematics in industrial problems
Friedman, Avner Methods of mathematical physics
Jeffreys, Harold
Mathematics in industrial problems
Friedman, Avner Methods of mathematical physics # R. Courant and
D. Hilbert.
Mathematics of multiscale materials
Courant, Richard
Golden, Kenneth M/ed.
QA401.C724
Matrices of sign-solvable linear systems # Richard
A. Brualdi, Bryan L. Shader. Metric spaces # E. T. Copson.
Brualdi, Richard A. Copson, E. T.
QA188.B79 QA613.C6

17
Books by Title

Metrizability in generalized ordered spaces Modular functions of one variable I

Faber, M.J. Kuyk, Willem/ed.

Microlocal analysis and nonlinear waves Moduli of supersingular abelian varieties

Beals, Michael/ed. Li, Ke-Zheng

Microstructure and phase transition Moteves and algebraic cycles

Kinderlehrer, David/ed. de Jeu, Rob/ed.
QA564.M683
Modeling and differential equations in biology #
edited by T. A. Burton. Moyennes invariantes et representations unitaires
Burton, T. A. /ed. Eymard, Pierre
QH323.5.M62 Multidimensional diffusion processes # Daniel W.
Stroock, S. R. Srinivasa Varadhan.
Modelle der mengenlehre
Stroock, Daniel W.
Jensen, Ronald Bjorn
QA274.75.S86
Models of ZF-set theory Multidimensional hyperbolic problems and
Felgner, Ulrich computations
Models that work Glimm, James/ed.
Tucker, Alan C./ed Multidimensional inverse problems for differential
equations
Modern algebra.
Vasiliev, Romanov
Warner, Seth
QA251.W36 Multiparameter spectral theory in Hilbert space #
B. D. Sleeman.
Modern algebra. In part a development from Sleeman, B. D.
lectures by E. Artin and E. Noether.
QA322.4.S57
Waerden, B. L. van der
QA155.W322 Multiparticle quantum scattering with applications
to nuclear, atomic and molecular physics
Modern algebraic topology. Truhlar, Donald/ed.
Bourgin, D. G.
QA611.B66 Multipliers for (C, alpha) bounded Fourier
expansions in Banach spaces and approximation
Modern applied algebra # Garrett Birkhoff and theory
Thomas C. Bartee. Trebels, Walter
Birkhoff, Garrett
Multipliers on locally compact groups
QA251.B49
Parthasarathy, K.R.
Modern control systems # Richard C. Dorf.
Multivariable calculus
Dorf, Richard C.
Strauss, M.J.
TJ216.D67
QA303.2.S774
Modern higher algebra
New developments in differential equations ;
Albert, A.A. Proceedings of the Second Scheveningen Conference
Modern mathematical analysis on Differential Equations, the Netherlands, August
Protter, Murray H. 25-29, 1975 # editor, Wiktor Eckhaus.
Eckhaus, Wiktor
Modern methods in partial differential equations : an QA370.S34
introduction # Martin Schechter.
Nombres de pisot, nombres de salem et analyse
Schechter, Martin
harmonique
QA374.S35
Meyer, Yves
Modern university algebra # Marvin Marcus [and]
Non-commutative rings
Henryk Minc.
Brauer, Richard
Marcus, Marvin
QA266.M3 Non-linear differential equations # G. Sansone and
R. Conti. Translated from the Italian by Ainsley H.
Modular Calabi-Yau threefolds Diamond.
Meyer, Christian Sansone, Giovanni
QC20.7.M24M49 QA372.S213
Modular forms and Dirichlet series. Non-linear problems in the physical sciences and
Ogg, Andrew biology
QA244.O3 Stakgold, Ivar/ed. et al.
Modular forms and string duality Noncommutative Noetherian rings
Yui, Norikio/ed. McConnell, J.C.
QA243.M695 QA251.4.M38

18
 Books by Title

Nonlinear dynamics and evolution equations symposium held at the University of Maryland,
Brunner, Hermann/ed. Baltimore County Campus, June 10-12, 1974]
QA377.I56 Aziz, A. K. /ed.
Nonlinear evolution equations that change type QA372.S94
Keyfitz, Barbara Lee/ed. Numerische losung nichtlinearer partieller
Nonlinear programming # Olvi L. Mangasarian. differentialund integrodifferentialgleichungen
Mangasarian, Olvi L. Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
QA264.M327 Numerischem insbesondere
Nonlinear stochastic PDEs approximationstheoretische behandlung con
Funaki, Tadahisa/ed. funktionalgleichungen
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Nonsmooth analysis and geometric methods in
deterministic optimal control O(n)-Mannigfaltigkeiten exotische spharen und
Mordukhovich, Boris/ed. singularitaten
Hirzebruch, F., Mayer, K.H.
Normed linear spaces.
Day, Mahlon Marsh Olga Taussky-Todd: In memoriam
QA689.D3 Aschbacher, Michael
Notes on logic # Roger C. Lyndon. On Dirichlet’s boundary value problem
Lyndon, Roger C.
Simander, Christian G.
BC135.L9
On automorphisms of Siegel domains
Notes on the Lefschetz fixed point theorem for
elliptic complexes. Murakami, Shingo
Atiyah, M. On the evolution of phase boundaries
Novel approaches to hard discrete optimization Gurtin, Morton E/ed.
Pardalos, Panos/ed.
On the pointwise convergence of Fourier series
QA402.5.N689
Mozzochi, Charles J.
Numerical analysis
Hartree, D.R. On the shoulders of giants
Steen, Lynn Arthur
Numerical analysis. QA13.O53
Kunz, Kaiser S.
QA297.K8 On topologies and boundaries in potential theory
Brelot, Marcel
Numerical methods and computers # Shan S. Kuo.
Kuo, Shan S. Operator algebras and their applications II
QA076.5.K8 Fillmore, Peter A/ed.
Numerical methods for differential equations and QA326.06524
applications # Liviu Gr. Ixaru. Operators and function theory # edited by S.C.
Ixaru, Liviu Gr. Power.
QA372.I913 Power, S.C. /ed.
Numerical processes in differential equations # Ivo QA329.N38
Babuŝka, Milan Prager and Emil Vitasek, in Optimal control theory : applications to management
cooperation with R. Radok. [Translated by Milada science # Suresh P. Sethi, Gerald L. Thompson.
Borcuvkova].
Sethi, Suresh P.
Babuŝka, Ivo
HD30.25.S47
QA371.B2313
Optimal control theory for the damping of vibrations
Numerical quadrature and solution of ordinary
of simple elastic systems
differential equations; a textbook for a beginning
course in numerical analysis # A. H. Stroud. Komkov, Vadim
Stroud, A. H. Optimization and nonsmooth analysis # Frank H.
QA372.A647 Clarke.
Numerical solution of differential equations # Isaac Clarke, Frank H.
Fried. QA402.5.C53
Fried, Isaac
Ordered exponential fields
QA371.F795
Kuhlmannm Salma
Numerical solution of initial-value problems in QA9.7.K84
differential-algebraic equations # K.E. Brenan, S.L.
Campbell, L.R. Petzold. Ordered linear spaces
Brenan, Kathryn Eleda Jameson, Graham
QA378.B73 Ordinary and partial differential equations
Numerical solutions of boundary value problems for Sleeman, B.D.
ordinary differential equations # [proceedings of a QA370.073

19
Books by Title

Ordinary differential equations # A.I. Kiselev, M.L. Partial differential equations.

Krasnov, and G.I. Makarenko. Translated by E.J.F. Duff, G. F. D.
Primrose. QA377.D8
Kiselev, A. I.
QA372.K5613 Partial differential equations.
Garabedian, Paul
Ordinary differential equations # Garrett Birkhoff QA377.G26
[and] Gian-Carlo Rota.
Birkhoff, Garrett Partially hyperbolic dynamics, laminations and
QA372.B58 Teichmuller flow
Forni, Giovanni/ed.
Ordinary differential equations and stability theory;
an introduction # David A. Sanchez. QA614.8.P37
Sanchez, David A. Particulate flows
QA372.S18 Drew, Donald/ed.
Ordinary differential equations.
Patterns and dynamics in reactive media
Ince, E. L.
Aris, Rutherford/ed.
QA372.I6
Ordinary differential equations. Patterns of plausible inference
Leighton, Walter Polya, G.
QA372.L46
Periodic differential equations
Oscillation theory Arscott, F.M.
Kreith, Kurt
Permutation groups # John D. Dixon, Brian
Ottawa lectures on admissible representations of Mortimer.
reductive p-adic groups Dixon, John D.
Cunningham, Clifton/ed. QA175.D59
QA176.O88
Perspectives on noncommutative geometry
PGL2 over the p-adics
Khalkhali, Masoud/ed.
Silberger, Allan J.
QA612.33.P47
Packing and covering # C.A. Rogers.
Rogers, C. A. Perturbation methods in applied mathematics # J.
Kevorkian, J.D. Cole.
QA248.R64
Kevorkian, J.
Parallel algorithms for matrix computations # K.A. QA371.A647
Gallivan ... [et al.].
Gallivan, K.A. [et al.]. Perturbation methods in heat transfer
QA188.P367 Aziz, A.
QC320.A95
Partial differential equations
Bellman, Richard Perturbations singulieres dans les problemes aux
QA374.B33 limites et en controle optimal
Lions, J.L.
Partial differential equations # E. T. Copson.
Copson, E. T. Philosophy of mathematics; selected readings #
QA377.C77 Edited and with an introd. by Paul Benacerraf and
Partial differential equations and boundary-value Hilary Putnam.
problems with applications # Mark A. Pinsky ; with Benacerraf, Paul /ed.
an appendix by Alfred Gray on Using Mathematica. QA009.B397
Pinsky, Mark A.
Point set topology
QA374.P55
Gaal, Steven
Partial differential equations in engineering problems
Miller, Kenneth S. Polyhedral and semidifinite programming methods in
combinatorial optimization
Partial differential equations in the complex domain Tuncel, Levent
# D. L. Colton. QA402.5.T86
Colton, David L.
QA374.C65 Positive definite kernels, continuous tensor products,
and central limit theorems of probability theory
Partial differential equations of mathematical physics
Parthasarathy, K.R., Schmidt, K.
Bateman, H.
Partial differential equations with minimal Practical methods of optimization # R. Fletcher.
smoothness and applications Fletcher, R.
Dahlberg, B/ed. QA402.5.F43

Partial differential equations. Precise numerical analysis # Oliver Aberth.

Dinkines, Flora Aberth, Oliver
QA377.D8 QA297.A28

20
 Books by Title

Prelude to mathematics symposium on probability theory

Sawyer, W.W. Maruyama, G./ed.

Principes de geometrie analytique Proceedings of the summer shool in logic, Leeds

Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Darboux, Gaston
Proceedings on the conference on graph connections
Principes de la theories des fonctions elliptiques et Balakrishnan, R.
applications
Lacour, E. Appell, P. Processus de Markov
Meyer, Paul-Andre
Principles of intuitionism
Processus de Markov: La frontiere de martin
Troelstra, A.S. Meyer, Paul-Andrey
Principles of mathematical logic # D. Hilbert and Processus stochastiques et mouvement brownien
W. Ackermann ; translated from the German by Levy, Paul
Lewis M. Hammond, George G. Leckie, F. Steinhardt
; edited and with notes by Robert E. Luce. Progress in population genetics and human evolution
Donelly, Peter/ed.
Hilbert, David
QA009.H52413 Projective geometry
Veblen, Oswald. Young, John Wesley.
Probability and information theory
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Projective geometry and projective metrics #
Herbert Busemann and Paul J. Kelly.
Probability and information theory II Busemann, Herbert
Behara, M/ed. et al. QA003.P8 vol. 3
Projective planes and related topics
Probability theory on boolean algebras of events #
Hall, Marshall
O. Onicescu and I. Cuculescu.
Onicescu, Octav Projective varieties and modular forms
QA273.43.O54 Eichler, Martin

Probability theory: foundations, random sequences. Projektive Ebenen.

Loeve, Michel Pickert, Gunter
QA554.P6
QA273.L63
Proof theory and intuitionistic systems
Problemes combinatoires de commutation et Scarpellini, Bruno
rearrangements
Cartier, P., Foata, D. Proximity spaces
Naimpally, S.A.
Problems in applied mathematics
Pseudo-Boolean methods for bivalent programming
Klamkin, Murray S./ed.
Ivanescu, P.L., Rudeanu, S.
QA43.P76
Pseudo-differential opeators
Problems in group theory Rodino, Luigi/ed.
Dixon, John D. QA329.7.P74

Proceedings of Liverpool singularites symposium I Quadratische formen uber korpern

Wall, C.T.C/ed. Lorenz, Falko
Quasiclassical methods
Proceedings of Liverpool singularities symposium II Rauch, Jeffrey/ed.
Wall, C.T.C./ed.
Quasicrystals and discrete geometry
Proceedings of symposia in pure mathematics Patera, Jiri/ed.
Klee, Victor/ed. QD911.Q28
Radar and Sonar
Proceedings of the 15th Scandinavian congress Oslo
Blahut, Richard E.
Aubert, K.E./ed. Ljunnggren, W./ed.
Radar and sonar
Proceedings of the second conference on compact Grunnbaum, Alberto F/ed.
transformation groups I
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Rand-und eigenwertaufgaben in sobolewschen
raumen
Proceedings of the second conference on compact Stummel, F.
transformation groups II Random discrete structures
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Aldous, David/ed.
Proceedings of the second order Japan-USSR Random integral equations with applications to

21
Books by Title

stochastic systems Classified by Daniel E. Gorenstein, editor.

Tsokos, Chris P., Padgett, W.J.
Gorenstein, Daniel /ed.
Random matrices and the six-vertex model
Bleher, Pavel QA171.G642
QA188.B54
Random sets Reviews on infinite groups ; as printed in
Goutsias, John/ed. Mathematical reviews 1940 through 1970, volumes
1-40 inclusive.
Real analysis # Edward James McShane and
Truman Arthur Botts. Baumslag, Gilbert /ed.
McShane, E. J.
QA300.M28 QA171.B362
Real analysis # H. L. Royden.
Royden, H. L. Riemannian geometry # Takashi Sakai ; translated
QA331.5.R6 by Takashi Sakai.

Recent advances in iterative methods Sakai, T.

Golub, Gene/ed.
QA649.S2513
Recent advances in topological dynamics
Beck, A./ed.
Riemannsche Hilbertmannigfaltigkeiten periodische
Recent trends in graph theory geodatische
Capobianco, M./ed.
Flaschel, P., Klingenberg, W.
Regular polytopes.
Coxeter, H. S. M.
QA691.C68
Riemannsche deometrie im groben
Relationen zwischen charakteristischen zahlen
Mayer, K.H. Gromol, D., Klingenberg, W., Meyer, W.

Reports of the midwest category seminar

Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Rings and categories of modules
Reports of the midwest category seminar II
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Anderson, Frank W.

Reports of the midwest category seminar III

Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Rings and modules of quotients
Reports of the midwest category seminar IV
Maclane, S/ed. Stensrom, Bo

Reports of the midwest category seminar V

Gray, J.W./ed. Rings and radicals # N.J. Divinsky.
Representation theory of finite groups
Divinsky, N. J.
Burrow, Martin
Representations de groupes localement compacts QA247.D55
Borel, Armand
Representations of algebras and related topics Rings of continuous functions # Leonard Gillman
and Meyer Jerison.
Buchweitz, Ragnar-Olaf/ed.
QA150.I57
Gillman, Leonard
Representations of finite dimensional algebras and
related topics in Lie theory and geometry QA611.G5
Dlab, Vlastimil/ed.
QA251.5.R45 Rings of operators
Representations of permutation groups I
Kaplansky, Irving
Kerber, Adalbert
Residues and duality
Hartshorne, Robin Robust control theory
Revetements etales et groupe fondamental Francis, Bruce/ed.
Grothendieck, Alexander/ed.
Reviews on finite groups ; as printed in Mathematical
reviews, 1940 through 1970, volumes 1-40 inclusive. S;ur les diffeomorphismes de ka sohere de dimension

22
 Books by Title

trois mesures cylindriques

Cerf, Jean Badrikian, Albert
Schemas en groupes I
Seminar on algebraic groups and related finite groups
Demazure, M., Grothendieck, A.
Borel, A. et al.
Schemas en groupes II
Demazure, M., Grothendieck, A. Seminar on complex multiplication
Schemas en groupes III Borel, A. et al.
Demazure, M., Grothendieck, A.
Seminar on differential equations and dynamical
Seifert manifolds systems
Orlik, Peter Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Selection theorems and their applications
Seminar on differential equations and dynamical
Parthasarathy, T.
systems II
Semiconductors Yorke, J.A./ed.
Coughran, WM/ed.
Seminar on functional operators and equations
Semigruppi di transformazioni multivoche
Szego, G.P., Treccani, G. Targonski, Gyorgy

Seminaire Banach Seminar on periodic maps

Houzel, C./ed. Conner, P.E.
Seminaire Bourbaki
Seminar on potential theory II
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Bauer, Heinz/ed.
Seminaire Bourbaki
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Seminar on the Atiyah-Singer index theorem [edited]
by Richard S. Palais. With contributions by M.F.
Seminaire Bourbaki Atiyah [and others].
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Palais, Richard S. /ed.
Seminaire Bourbaki QA612.P3
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Seminar on triples and categorical homology theory
Seminaire Heidelberg-Saarbrucken-Strasbourg sur la
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
K-theorie
Karoubi, M. et al. Seminar uber Funktionen-Algebren
Seminaire Pierre Lelong (Analyse) Wermer, John
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Seminar uber potentialtheorie
Seminaire Pierre Lelong (analyse)
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Seminaire Pierre Lelong (analyse) Separable algebras over commutative rings
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Demeyer, Frank, Ingraham, Edward
Seminaire Pierre Lelong (analyse) Set theory and logic
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
Stoll, Robert R.
Seminaire Pierre Lelong (analyse)
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Set theory and logic # Abraham A. Fraenkel.
Fraenkel, Abraham Adolf
Seminaire de probabilites I
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. QA248.F765

Seminaire de probabilites II Set theory and the continuum hypothesis # Paul J.

Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Cohen.
Cohen, Paul J.
Seminaire de probabilites IV
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. QA009.C69

Seminaire de probabilites V Set theory and the number systems.

Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Kinsolving, May Risch
QA248.K43
Seminaire de probabilities VII
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Set theory, an introduction
Seminaire sur les algebres completes Vaught, Robert L.
Ferrier, J.P. QA248.V38
Seminaires de probabilites III Set topology.
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed. Vaidyanathaswamy, R.
Seminaires sur les fonctions aleatoires lineares et les QA611.V25

23
Books by Title

Set valued mappings, selections and topological U.S.A., March 26-28, 1981 # edited by Ian W.
properties of 2x̂ Knowles and Roger T. Lewis.
Fieschman, W.M./ed. Knowles, Ian W. /ed.
QA329.4.S63
Several complex variables I
Horvath, John/ed. Spectral theory of operators in Hilbert space # K.
O. Friedrichs.
Several complex variables II
Friedrichs, K. O.
Horvath, John/ed.
QA322.4.A647
Shape theory
Sperner theory # Konrad Engel.
Cordier, J.M.
Engel, Konrad
Shape, smoothness and invariant stratification of an QA171.485.E537
attracting set for delayed monotone positive feedback
Krisztin, Tibor Spherical harmonics; an elementary treatise on
harmonic functions, with applications.
QA371.K735
MacRobert, Thomas Murray
Shock induced transitions and phase structures in QA406.M3
general media
Dunn, JE/ed. Spherical trigonometry
Frink, Raymond
Siegels modular forms and Dirichlet series
Maab, Hans Spherical trigonometry with naval and military
applications
Singular integrals Kells, Lyman M.
Neri, Umberto
Stability of stochastic dynamical systems
Singularities and oscillations
Curtain, Ruth F./ed.
Rauch, Jeffrey/ed.
Stable and unstable homotopy
Solid geometry
Frost, Percival Dwyer, William/ed.
QA612.7.S73
Solitons and the inverse scattering transform #
Mark J. Ablowitz and Harvey Segur. Stable homotopy
Ablowitz, Mark J. Cohen, Joel M.
QA927.A34
Stable homotopy theory
Solitons in mathematics and physics # Alan C. Adams, Frank J.
Newell.
Newell, Alan C. Stochastic calculus and applications # Robert J.
QA927.N46 Elliott.
Elliott, Robert James
Solitons in physics, mathematics and nonlinear optics QA274.2.E44
Oliver, Peter J./ed.
Stochastic models in geosystems
Solution of equations in Euclidean and Banach spaces Molchanov, Stanislav/ed.
# A. M. Ostrowski.
Ostrowski, A. M. Stratified polyhedra
QA218.P8 Sone, David A.
Solving least squares problems # Charles L. Lawson Structure and representations of Jordan algebras.
[and] Richard J. Hanson. Jacobson, Nathan
Lawson, Charles L. QA001.A5225 vol. 39
QA275.L38
Structure of a group and the structure of its lattice
Solving linear systems on vector and shared memory of subgroups.
computers # Jack J. Dongarra ... [et al.].
Suzuki, Michio
Dongarra, Jack /ed.
QA171.S8
QA184.S65
Structure of algebras # A. Adrian Albert.
Special functions and their applications # N.N.
Lebedev. Albert, A. Adrian
Lebedev, N. N. QA247.A5
QA351.L3613 Structure of arbritrary purely inseparable extension
Spectral properties of hamiltonian operators fields
Jorgens, Konrad, Weidmann, Joachim Mordeson, John N., Vinograde, Bernard

Spectral theory of differential operators : Structure of rings.

proceedings of the conference held at the University Jacobson, Nathan
of Alabama in Birmingham, Birmingham, Alabama, QA001.A5225 vol. 37,

24
 Books by Title

Ststistical thermodynamics and differential geometry logarithmic convexity

of microstructured materials Knops, R.J./ed.
Davis, Ted/ed.
Symposium on optimization
Studies in global geometry and analysis Balakrishnan, A.V./ed. et al.
Chern, S.S./ed. Symposium on ordinary differential equations
Harris, William/ed.
Studies in graph theory # Claude Berge ... [et al.] ;
D. R. Fulkerson, editor. Symposium on probability methods in analysis
Fulkerson, D. R. /ed. Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
QA166.S86
Symposium on semantics of algorithmic languages
Studies in mathematical biology # S. A. Levin, Engeler, E/ed.
editor.
Symposium on several complex variables
Levin, S. A. /ed. Brooks, R.M.
QH323.5.S78
Symposium on the theory of numerical analysis
Studies in modern algebra Morris, John/ed.
Albert, A.A.
System and control theory for power systems
Studies in modern analysis. [By] E. J. McShane [and Chow, Joe H/ed.
others.
Tabellen zu den einfachen Lie gruppen und ihen
Buck, Robert Creighton /ed.
dartstellungen
QA007.B8 Tits, Jacques
Studies in optimization # G. B. Dantzig and B. C. Tauberian remainder theorems
Eaves, editors. Ganelius, Tord H.
Dantzig, G. B. /ed.
QA402.5.S78 Teaching teachers, teaching students
Steen, Lynn Arthur
Studies in real and complex analysis QA11.A1146
Hirschman, I.I. Jr/ed.
Tensor calculus
Summer school on topological vector spaces Spain, B.
Waelbrock, Lucien/ed. Tensor calculus
Synge, J.L.
Supersonic flow and shock waves # R. Courant, K.
O. Friedrichs. Tensors, differential forms, and variational principles
Courant, Richard # David Lovelock, Hanno Rund.
QA930.A647 Lovelock, David
QA433.L67
Survey of applicable mathematics # Karel Rektorys.
Rektorys, Karel The Arnoldfest
Bierstone, Edward/ed.
QA037.2.R44
QA614.58.A78
Switching and finite automata theory.
The Coxeter legacy
Kohavi, Zvi Davis, Chandler/ed.
QA267.5.S4K64 QA177.C69
Symmetric Hilbert spaces and related topics The Fourier integral and its applications.
Guichardet, Alain Papoulis, Athanasios
QA404.P32
Symplectic and contact topology: Interactions and
perpectives The Jacobi-Perron algorithm its theory and
Eliashberg, Yakov/ed. applicatioin
Bernstein, Leon
QA513.659.S88
The K-book
Symposium on algebraic topology
Weibel, Charles A.
Hilton, Peter J./ed.
QA612.33.W45
Symposium on automatic demonstration The Steenrod algebra and its applications
Laudet, M/ed. Peterson, F.P./ed.

Symposium on differential equations and dynamical The absolute differential calculus (calculus of
systems tensors) # by Tullio Levi-Civita ; edited by Enrico
Chilingworth, David/ed. Persico ; authorized translation by Marjorie Long.
Levi-Civita, Tullio
Symposium on non well posed problems and QA433.L4

25
Books by Title

The algebraic theory of semigroups # A.H. Clifford The mathematical theory of electricity and
and G.B. Preston. magnetism
Clifford, A. H. Jeans, J.H.
QA171.C55
The mathematics of metamathematics.
The approximation of continuous functions by Rasiowa, Helena
positive linear operators QA009.R25
Devore, Ronald A. The mathematics of servomechanisms
The book of numbers # John H. Conway, Richard K. Douce, J.J.
Guy. The method of discretization in time and partial
Conway, John Horton differential equations # Karel Rektorys.
QA241.C6897 Rektorys, Karel
QA379.R4413
The compactness operator in set theory and topology
Wattel, E. The metrical theory of Jacobi Perron algorithm
Schweiger, Fritz
The concordance-homotopy groups of geometric
automorphism groups The mondaic second order theory of all countable
Antonelli, Peter et al. ordinals
Buchi, J. Richard, Siefkes, Dirk
The crystals associated to Barsotti-Tate groups with
The multiplier problem
applications to abelian schemes
Larsen, Ronald
Messing, William
The pleasures of counting
The duality of compact semigroups and C*-bigebras Korner, T.W.
Hofmann, K.H.
The qualitative theory of ordinary differential
The elements of integration # Robert G. Bartle. equations; an introduction # Fred Brauer and John
Bartle, Robert Gardner A. Nohel.
QA312.B3 Brauer, Fred
QA372.B823
The foundations of mathematics
Beth, Evert W. The real number system
Olmsted, John M.H.
The functions of mathematical physics # Harry
Hochstadt. The relation of cobordism to K-theories
Hochstadt, Harry Conner, P.E., Floyd, E.E.
QA351.H68 The simplex method of linear programming.
Ficken, F. A.
The geometry of geodesics.
QA265.F5
Busemann, Herbert
QA003.P8 vol. 6 The special functions and their approximations #
Yudell L. Luke.
The geometry of iterated loop spaces Luke, Yudell L.
May, J.P. QA351.L797
The heat equation # D. V. Widder. The syntax and semantics of infinitary languages
Widder, D. V. Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
QA377.P8
The tame fundamental group of a divisor with
The homotopy index and partial differential normal crossings on a scheme
equations Grothendieck, Alexander, Murre, Jacob
Rybakowski, K.P. The theory of arithmetic functions
The jacobson radical of classical rings Gioia, A/ed.
Karpilovsky, Gregory The theory of finitely generated commutative
QA171.K379 semigroups. Tranlsation edited by N. Reilly.
Redei, L.
The many facets of graph theory
QA171.R383
Chartrand, G/ed. Kapoor, S.F./ed.
The theory of group representations
The mathematica book # Stephen Wolfram. Mernaghan, Francis D.
Wolfram, Stephen
The theory of groups
QA076.95.W65
Hall, Marshall
The mathematical theory of coding # Ian F. Blake,
The theory of groups and quantam mechanics
Ronald C. Mullin.
Weyl, Hermann
Blake, Ian F.
QA268.B56 The theory of groups, an introduction # Joseph J.

26
 Books by Title

Rotman. Theorie des topos et cohomologie etale des schemas

Rotman, Joseph J. Artin, M./ed. Grothendieck, A./ed. Verdier, J.L./ed.
QA171.R67 Theorie des topos et cohomologie etale des schemas
Heidelberg, Dold A/ed. Zurich, Eckmann B/ed.
The theory of groups. Translated from the Russian
and edited by K.A. Hirsch. Theorie does matroides
Kurosh, A. G. Bruter, C.P./ed.
QA171.K983 Theorie generale de l’equation de Mathieu et de
quelques autres equations differentielles de la
The theory of matrices # F.R. Gantmacher.
mecanique. Pref. du Professeur J. Peres.
[Translation by K.A. Hirsch].
Campbell, Robert
Gantmakher, F. R. QA405.C3
QA263.G353
Theorie geometrique des polynomes Euleriens
The theory of partial differential equations. Foata, Dominique, Schutzenberger, Marcel P.
Mizohata, Shigeru Theories des intersections et theoreme de
QA374.M7213 Riemann-Roch
Grothendieck, Alexander/ed. et al.
The theory of rings # Nathan Jacobson.
Jacobson, Nathan Theory and application of Mathieu functions # N.W.
QA247.J3 McLachlan.
McLachlan, N. W.
The theory of rings # Neal H. McCoy. QA405.M3
McCoy, Neal Henry Theory and application of special functions #
QA247.M23 proceedings of an advanced seminar sponsored by
the Mathematics Research Center, the University of
The theory of splines and their applications # J.H.
Wisconsin-Madison, March 31-April 2, 1975
Ahlberg, E.N. Nilson [and] J.L. Walsh.
Askey, R. A. /ed.
Ahlberg, J. H. QA351.U45
QA221.A35
Theory and applications of Fourier analysis #
The theory of valuations. Charles Sparks Rees, S. M. Shah, Ĉ. V. Stanojeviac.
Schilling, Otto Franz Georg Rees, Charles Sparks
QA341.S35 QA403.5.R43
Theory and applications of numerical analysis # G.
The total least squares problem : computational
M. Phillips and P. J. Taylor.
aspects and analysis # Sabine Van Huffel, Joos
Phillips, G. M.
Vandewalle.
QA297.P52
Huffel, Sabine van
QA275.H84 Theory and problems of differential equations
Ayres, Frank Jr.
Theorie de hyperfonctions QA 41 (492)
Schapira, Pierre Theory of Lie groups, I.
Chevalley, C.
Theorie de l’addition des variables aleatoires QA385.C5
Levy, Paul
Theory of categories.
Theorie der Funktionen mehrerer komplexer Mitchell, Barry
Veranderlichen # H. Behnke und P. Thullen. QA003.P8 vol. 17
Behnke, Heinrich Theory of equations.
QA331.B35 MacDuffee, Cyrus Colton
QA211.M15
Theorie der analytischen Funktionen einer
komplexen Veranderlichen # Heinrich Behnke und Theory of functional differential equations
Friedrich Sommer. Hale, Jack
Behnke, Heinrich QA1.A647
QA331.B348 Theory of functions of a complex variable.
Translated by F. Steinhardt.
Theorie des bornologies et applications Caratheodory, Constantin
Hogbe-Nlend, H. QA331.C2432
Theorie des corps de nombres algebriques Theory of functions of a complex variable; translated
Hilbert, D. by F. Steinhardt.
Caratheodory, Constantin
Theorie des operations lineaires. QA331.C243
Banach, Stefan Theory of functions of a real variable (Teoria functsiy
QA320.B3 veshchestvennoy peremennoy) Translated from the

27
Books by Title

Russian by Leo F. Boron. With the editorial Topics in the homology theory of fibre bundles
collaboration of, and with annotations by Edwin Borel, Armand
Hewitt.
Natanson, I. P. Topics in universal algbra
QA331.5.N314 Jonsson, Bjarni

Theory of graphs. Topological dynamics and ordinary differential

Ore, Oystein equations # George R. Sell.
QA001.A5225 vol. 38, etc. Sell, George R.
QA372.S43
Theory of groups of finite order
Burnside, W. Topological groups
Pontryagin, L.S./ed.
Theory of matrix structural analysis
Przemieniecki, J.S. Topological methods in algebraic geometry # F.
Hirzebruch.
Theory of numbers. Hirzebruch, Friedrich
Stewart, Bonnie Madison QA564.H513
QA241.S8
Topological methods in algebraic geometry #
Theory of ordinary differential equations Friedrich Hirzebruch.
Cole, Randal H. Hirzebruch, Friedrich
Theory of ordinary differential equations # Earl A. QA564.H513
Coddington [and] Norman Levinson. Topological structures # Wolfgang J. Thron.
Coddington, Earl A. Thron, Wolfgang J.
QA372.C6 QA611.5.T5
Third order linear differential equations # Michal Topological structures II
Greguŝ.
Baayen, P.C.
Greguŝ, Michal
QA372.G73413 Topological transformation groups # Deane
Montgomery [and] Leo Zippin.
Tomita’s theory of modular Hilbert algebras and its
Montgomery, Deane
applications
QA613.7.M66
Takesaki, M.
Topological vector spaces # A.P. Robertson and
Topics from the theory of numbers.
Wendy Robertson.
Grosswald, Emil
Robertson, A. P.
QA241.G74
QA614.5.L5R6
Topics in algebra.
Topological vector spaces and algebras
Herstein, I. N.
Waelbroeck, Lucien
QA155.H4
Topics in approximation theory Topological vector spaces, distributions and kernels.
Shapiro, Harold S. Treves, Francois
QA003.P8 vol. 25
Topics in control theory
Albrecht, Felix Topologie # Paul Alexandroff and Heinz Hopf
Aleksandrov, P. S.
Topics in functional analysis QA611.A4
Wilansky, Albert
Topologische reflexiionen und corefloxionen
Topics in functional differential and difference Herrlich, Horst
equations
Faria, Teresa/ed. Topology # John G. Hocking and Gail S. Young.
QA372.T69 Hocking, John G.
QA611.H68
Topics in kinetic theory
Passot, Thierry/ed. Topology # Klaus Janich ; translated by Silvio Levy.
Janich, Klaus
Topics in mathematical economics and game theory QA611.J3513
Wooders, Myrna H/ed.
QA269.T67 Topology and geometry # Glen E. Bredon.
Bredon, Glen E.
Topics in multiplicative number theory QA612.B74
Montgomery, Hugh
Topology and measure
Topics in number theory. Topsoe, Flemming
LeVeque, William Judson
QA241.L58 Topology and order structures
Bennet, H.r./ed.
Topics in semi definite and interior-point methods
Pardalos, Panos M./ed. Topology of 3-manifolds, and related topics;
QA402.5.T682 proceedings of the University of Georgia Institute,

28
 Books by Title

1961. M.K. Fort, Jr., editor. Uniplanar mechanics of solids and fluids
Fort, M. K. /ed. Minchin, G.M.
QA611.T66
Universal algebra.
Topology of manifolds; proceedings. Edited by J. C. Gratzer, George A.
Cantrell and C. H. Edwards, Jr.
QA251.G68
Cantrell, J. C. /ed.
QA613.U5 Universality and renormalization
Binder, Ilia/ed.
Toposes, algebraic geometry and logic
Lawverer, F.W./ed. QC174.45.A1U55

Torsion et type simple d’homotopie Valuation theory and its applications

de Rham, G., Maumary, s., Kervaire, M.A. Kuhlmann, Franz-Viktor/ed.
QA247.I557
Torsion theories, additive semantics and rings of
quotients Value of distribution of holomorphic maps into
Lambeck, Joachim compact complex manifolds
Stoll, Wilhelm
Totale absolutkrummung in differentialgeometrie und
topologie Variational and free boundary problems
Ferus, Dirk Friedman, Avner/ed.
Traite d’analyse Variational methods in mathematics, science, and
Laurent, H. engineering # Karel Rektorys ; [translated from the
Czech by Michael Basch].
Traite de geometrie
Rektorys, Karel
Rouche, Eugene. De Comberousse, C.H.
QA315.R4413
Transfinite Zahlen.
Varietes Kahleriennes compactes
Bachmann, Heinz
QA248.B34 Lascoux, Alain, Berger, Marcel

Transformations and geometries Varieties of groups.

Gans, David Neumann, Hanna
QA171.N55
Transitive erweiterungen endlicher
permutationsgruppen Vectorial mechanics
Luneberg, Heinz Brand, Louis
Treelike spaces and related connected topological Vertex algebras for beginners # Victor Kac.
spaces Kac, Victor G.
Brouwer, A.E.
QC174.52.O6K33
Trends in lattice theory # J. C. Abbot: general
Vertex operator algebras in mathematics and physics
editor. Contributors: Garrett Birkhoff [and others]
Berman, Stephen/ed.
Abbot, J. C. /ed.
QA236.V47
QA171.5.T74
Trigonometrical series Volumes, limits and extensions of analytic varieties
Zygmund, Antoni Stolzenberg, Gabriel

Trigonometry Vorlesungen uber Zahlentheorie.

Hughes, Howard K. Hasse, Helmut
QA241.H327
Twist mappings and their applications
McGehee, Richard/ed. WIN-Women in numbers
Cojocaru, Alina-Carmen/ed.
Two phase flows and waves
QA241.W628
Joseph, Daniel D./ed.
Wave propagation in complex media
Undergraduate topology
Papanicolaou, George/ed.
Kasriel, Robert H.
QA611.K34 Waves in fluids # James Lighthill.
Understanding scientific reasoning Lighthill, M. J., Sir
Giere, Ronald N. QC157.L53
Q175.G49
Young tableaux : with applications to representation
Uniform spaces # J.R. Isbell. theory and geometry # William Fulton.
Isbell, J. R. Fulton, William
QA611.I77 QA165.F83

29
Books by Title

Zeta functions of simple algebras

Godement, Roger, Jacquet, Herve
Zufalligkeit und wahrscheinlichkeit
Schnorr, Claus peter
a course in mathematical analysis
Goursat, Edouard
linear elliptic differential systems and eigenvalue
problems
Ficherea, Gaetano

30