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[Discrete Mathematics] Introduction to Graph Theory

Sriram Pemmaraju , Steven Skiena. Discrete Mathematics with Applications. Discrete Mathematics with Proof.

Combinatorica resources

Recommend Documents. Computational discrete mathematics: combinatorics and graph theory with Mathematica C.

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Wolfram|Alpha Examples: Discrete Mathematics

Remember me Forgot password? Our partners will collect data and use cookies for ad personalization and measurement. Dabrowski: Tree pivot-minors and linear rank-width Anton Kotzig Room. Velona: Minor-obstructions for apex sub-unicyclic graphs Anton Kotzig Room.

Graph theory

Readdy: Geometric proofs of some combinatorial identities of Morel Amphitheatre. Barequet: An improved upper bound on the growth constant of polyiamonds Anton Kotzig Room. Maesaka O. Piga: Localised codegree conditions for tight Hamiltonian cycles in 3-uniform hypergraphs Anton Kotzig Room. Felsner: A note on covering Young diagrams with applications to local dimension of posets Anton Kotzig Room.

Scheucher : On orthogonal symmetric chain decompositions Anton Kotzig Room. Ziegler: Additive combinatorics and algebraic geometry Amphitheatre.

Implementing discrete mathematics : combinatorics and graph theory with Mathematica

Lamaison: Ramsey upper density of infinite graphs Anton Kotzig Room. Jones: Automorphism groups of edge-transitive maps Anton Kotzig Room. Muzychuk: Testing isomorphism of circulant objects in polynomial time Anton Kotzig Room. Stokes: Coset geometries with trialities and their reduced incidence graphs Anton Kotzig Room.

Examples for

Jahel : Extending partial automorphisms of n-partite tournaments Anton Kotzig Room. Scott: Holes in graphs of large chromatic number Amphitheatre.


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Mohr: Cycles through a set of specified vertices of a planar graph Anton Kotzig Room. Chiba: On 2-factors with a specified number of components in line graphs Anton Kotzig Room. Zhang: Length of cycles in generalized petersen graphs Anton Kotzig Room.


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Hng: Minimum degree conditions for powers of cycles and paths Anton Kotzig Room. Conference trip — Venue and Accommodation Venue Location:.