[BOOK][B] Handbook of graph theory, combinatorial optimization, and algorithms
… to apply graph theory and combinatorial optimization in solving … and applying graph theory
and combinatorial optimization … with graph theory, 19 dealing exclusively with combinatorial …
and combinatorial optimization … with graph theory, 19 dealing exclusively with combinatorial …
[BOOK][B] Combinatorial problems and exercises
L Lovász - 2007 - books.google.com
… in learning existing techniques in combinatorics. The most effective (… to start research in graph
theory, combinatorics or their … So in this volume only enumeration problems, graphs and set…
theory, combinatorics or their … So in this volume only enumeration problems, graphs and set…
Review of handbook of graph theory, combinatorial optimization, and algorithms
F Green - ACM SIGACT News, 2019 - dl.acm.org
… Matching is one of the most important problems in graph theory, for which many aspects
of the theory are laid out in Chapter 15 (such as the theorems of Frobenius, Hall, König, and …
of the theory are laid out in Chapter 15 (such as the theorems of Frobenius, Hall, König, and …
Combinatorics and algorithms for augmenting graphs
… the last 15 years, the augmenting graph approach was frequently applied to various graph
… problem and many new types of augmenting graphs have been discovered in the literature (…
… problem and many new types of augmenting graphs have been discovered in the literature (…
Graphs and combinatorial optimization: from theory to applications
… This volume collects the standard papers that were submitted to the CTW2020. The papers
underwent a standard peer review process performed by a Program Committee consisting of …
underwent a standard peer review process performed by a Program Committee consisting of …
A characterization of horizontal visibility graphs and combinatorics on words
… We prove that a graph is an HVG if and only if it is outerplanar and has a Hamilton path. …
combinatorial properties of HVGs. We characterize the family of HVGs by proving that a graph is …
combinatorial properties of HVGs. We characterize the family of HVGs by proving that a graph is …
Efficient computation of the isotropy group of a finite graph: a combinatorial approach
M Gasiorek - 2013 15th International Symposium on Symbolic …, 2013 - ieeexplore.ieee.org
… coloring techniques and algebraic methods in graph and poset theory studied in [4], [5], [21], …
and edge-bipartite graphs [7]–[15], [23], [24], [27], [33], [34] (a class of signed graphs in the …
and edge-bipartite graphs [7]–[15], [23], [24], [27], [33], [34] (a class of signed graphs in the …
Variational annealing on graphs for combinatorial optimization
S Sanokowski, W Berghammer… - Advances in …, 2023 - proceedings.neurips.cc
… To alleviate the lengthy sampling process of autoregressive approaches we introduce
sub-graph tokenization which allows us to generate multiple solution variables at in a single step …
sub-graph tokenization which allows us to generate multiple solution variables at in a single step …
[BOOK][B] Graphs and Combinatorial Optimization: from Theory to Applications
… 15 (45.5%) were accepted for publication in this volume. The chapters of this volume present
works on graph theory, discrete mathematics, combinatorial optimization, and operations …
works on graph theory, discrete mathematics, combinatorial optimization, and operations …
On the spectrum of Steiner (v, k, t) trades (II)
BD Gray, C Ramsay - Graphs and Combinatorics, 1999 - Springer
… of volumes of Steiner k, 2 trades, we have that 13 f S 6, 2 and that 15 e S 7, 2 , with the latter
obviously having a unique structure. Non-regular and regular Steiner 4, 2 trades of volume …
obviously having a unique structure. Non-regular and regular Steiner 4, 2 trades of volume …
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