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resilience of graphs question

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#combinatorics #graph-theory #extremal-combinatorics
48
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Probability that half the nodes has more than half out-degree

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#probability #combinatorics #graph-theory
27
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Differnce between circuits in graphs

Published on
#combinatorics #graph-theory
54
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Variations of M,n,k-games

Published on
#combinatorics #group-theory #graph-theory
208
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Diameter of undirected graph

Published on
#graph-theory #cayley-graphs
1k
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Zombie outbreak on a $k$-regular graph

Published on
#probability #graph-theory #probability-distributions #stochastic-processes #asymptotics
65
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What, if any, is the name of a k-uniform hypergraph where edges are ordered tuples

Published on
#graph-theory #hypergraphs
344
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Edge choosability(edge list coloring) of cycles

Published on
#graph-theory #coloring
77
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Set partitioning question

Published on
#graph-theory
169
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Why doesn't the Back and Forth Method for Infinite Random Grap use the Axiom of Choice?

Published on
#graph-theory
4.1k
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what is the significance of the inverse of an adjacency matrix?

Published on
#graph-theory #algebraic-graph-theory
9.2k
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Show that a finite regular bipartite graph has a perfect matching

Published on
#graph-theory #proof-verification
182
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What is the number of labeled caterpillars?

Published on
#combinatorics #graph-theory #trees
3.5k
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Prove that there is an edge $e' \in E(T')-E(T)$ such that $T'+e-e'$ and $T-e+e'$ are both spanning trees of $G$.

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#graph-theory #solution-verification #trees
113
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Proof completion: Determine a simple expression for $\tau(G)$ in terms of the vertex degrees of $G$. (details inside)

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#graph-theory

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