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New posts in coloring
Graphs: How to prove that chromatic number of graph $G$ is $2^k$ if and only is $G$ is union of $k$ bipartite graphs?
discrete-mathematics
graph-theory
coloring
bipartite-graphs
Proving that $ \chi(G) = \omega(G) $ if $ \bar{G} $ is bipartite.
graph-theory
alternative-proof
coloring
Consideration of "bordable" states in a Graph Theory coloring question
graph-theory
coloring
What is the best way to partition the $4$-subsets of $\{1,2,3,\dots,n\}$?
combinatorics
coloring
set-partition
extremal-combinatorics
Graph coloring when available colors are less than chromatic number
graph-theory
optimization
reference-request
coloring
What is the chromatic polynomial for $K_{2,3}$? [duplicate]
discrete-mathematics
graph-theory
coloring
Construct partition such that sum of chromatic numbers is greater than chromatic number of graph
discrete-mathematics
graph-theory
coloring
Is there always a complete graph of maximum chromatic number?
graph-theory
surfaces
coloring
Prove that if G is a simple graph, $\chi \geq \frac{|V|^2}{|V|^2-2|E|}$
inequality
graph-theory
coloring
Why doesn't $255 \times 255 \times 255 = 16777215$
coloring
multiplicative-function
Intersecting Odd Cycles, Chromatic Number, and the Subgraph $K_5$
graph-theory
coloring
Coloring of positive integers
combinatorics
elementary-set-theory
coloring
ramsey-theory
On the four and five color theorems
combinatorics
graph-theory
coloring
A special chess board
discrete-mathematics
coloring
How many ways to colour a $4 \times 4$ grid using four colours subject to three constraints
combinatorics
puzzle
coloring
latin-square
Graph theory: Prove $k$-regular graph $\#V$ = odd, $\chi'(G)> k$
graph-theory
coloring
Chromatic Polynomial
combinatorics
discrete-mathematics
graph-theory
coloring
Pigeonhole principle: Coloring $11$ points of a $5\times 5$ square grid
combinatorics
discrete-mathematics
contest-math
pigeonhole-principle
coloring
Connected graph with colored edges
graph-theory
coloring
hamiltonian-path
eulerian-path
Difference between k-coloring and k-colorable?
combinatorics
graph-theory
coloring
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