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Are decision trees sparse or dense?

Published on
#matrices #graph-theory
166
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A random $r$-regular graph can be generated by taking union of a a random $(r-1)$-regular graph and a perfect matching.

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#probability-theory #graph-theory #random-graphs
29
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In a graph $G$, why can at most two vertices be adjacent to all of $E(G)$?

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#graph-theory
70
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Minimal vertex cover

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#combinatorics #graph-theory
271
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expected value of sum of weights in a random directed graph

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#probability #graph-theory #random-graphs
1.8k
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Laplacian matrix of the weighted graph

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#graph-theory #graph-laplacian
258
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Find a largest graph with ten vertices, such that each vertex has even degree.

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#graph-theory
595
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Finding number of components in Graph

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#graph-theory
933
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Dead simple arbitrage algorithm

Published on
#graph-theory #algorithms
66
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Weak convexity in graphs

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#graph-theory #reference-request #metric-spaces #convex-analysis
30
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Official name of the problem of sum of edge squares of a graph $G$

Published on
#graph-theory #terminology
556
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Could Galois theory be somehow applied to graph theory?

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#graph-theory #galois-theory
24
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How can I represent that all element has some property?

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#graph-theory
36
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Set of hyperplanes to polyhedron topology

Published on
#geometry #graph-theory #polygons #polyhedra
73
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How to decide whether a linear subspace over $\mathbb{Z}_2$ is the cycle space of some graph?

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#graph-theory #computational-complexity #matroids

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