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Every Planar Graph is 6-colorable

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#graph-theory #coloring #planar-graphs
489
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Approaches to Prove Every Planar Graph $G$ is $6$-colorable

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#graph-theory #coloring #planar-graphs
337
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Every planar graph $G$ is $5$-colorable

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#graph-theory #coloring #planar-graphs
583
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Proving that at least one of G and its dual graph G* has a vertex v of degree at most 3.

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#graph-theory #planar-graphs
401
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Differential geometry in graph theory

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#differential-geometry #graph-theory #planar-graphs
52
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NP-completeness of bipartite planar graph problem

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#graph-theory #planar-graphs #np-complete #bipartite-graphs #decision-problems
297
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NP-completeness of undirected planar graph problem

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#graph-theory #planar-graphs #np-complete #decision-problems
183
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Is chromatic index of $G$ at most $4$?

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#graph-theory #coloring #planar-graphs
79
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Detecting graph topology.

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#graph-theory #planar-graphs #random-graphs #graph-isomorphism #graph-connectivity
677
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Euler's formula for non-planar graph

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#graph-theory #planar-graphs
72
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Proving Planarity of a graph

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#discrete-mathematics #graph-theory #planar-graphs
78
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How to demonstrate that there would exist a vertex with degree less than 5? (Cross-check working)

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#discrete-mathematics #graph-theory #solution-verification #planar-graphs
1.5k
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Induction proof for $V - E + F = 2$ (Connected planar graphs)

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#graph-theory #induction #planar-graphs
772
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Definition of a separating triangle in planar graph

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#graph-theory #planar-graphs #hamiltonian-path
191
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Planar networks

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#graph-theory #planar-graphs #neural-networks

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