DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Kneser graph
Kneser graph
The Determining Number of Kneser Graphs José Cáceres, Delia Garijo, Antonio González, Alberto Márquez, Marıa Luz Puertas
Strongly Regular and Pseudo Geometric Graphs
Strongly Regular Graphs
The Vertex Isoperimetric Problem on Kneser Graphs
The Graphs of Häggkvist and Hell
Treewidth of the Kneser Graph and the Erd˝Os-Ko-Rado Theorem
Discrete Applied Mathematics 242 (2018) 118–129
Bipartite Kneser Graphs Are Hamiltonian1
Multi-Coloring the Mycielskian of Graphs
On the Chromatic Number of Matching Kneser Graphs
Independence Number of Products of Kneser Graphs
INCREASING CHROMATIC NUMBER and GIRTH Contents 1
Kneser Graphs: Bounds and Applications
Coloring General Kneser Graphs and Hypergraphs Via High-Discrepancy
Investigations Into the Ranks of Regular Graphs
Hamilton Cycles in Kneser Graphs
On the Chromatic Number of a Subgraph of the Kneser Graph
Graph Theory
Top View
The General Position Problem on Kneser Graphs and on Some
A Thorough View of Exact Inference in Graphs from the Degree-4 Sum-Of-Squares Hierarchy
More Odd Graph Theory from Another Point of View
Local Chromatic Number and Distinguishing the Strength of Topological Obstructions
25 Years Proof of the Kneser Conjecture the Advent of Topological Combinatorics
Lecture 19: the Petersen Graph and Moore Graphs
Tilburg University Graphs Cospectral with Kneser Graphs Haemers, WH
The Automorphism Group of the Bipartite Kneser Graph 3
Circular Chromatic Number of Induced Subgraphs of Kneser Graphs∗
Hall Ratio of the Mycielski Graphs Mathew Croppera, András Gyárfásb, Jeno˝ Lehelc,1
Cutoff Phenomenon for Random Walks on Kneser Graphs
Combinatorial and Spectral Properties of Graphs and Association Schemes
Fractional Graph Theory a Rational Approach to the Theory of Graphs
Hadwiger's Conjecture Applied to Mycielski and Kneser Graphs
The Cost of 2-Distinguishing Selected Kneser Graphs and Hypercubes Debra L
Achromatic Numbers of Kneser Graphs*
Graph Homomorphisms and Vector Colorings by Michael Robert Levet
Using Determining Sets to Distinguish Kneser Graphs