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New posts in graph-theory
Construct partition such that sum of chromatic numbers is greater than chromatic number of graph
discrete-mathematics
graph-theory
coloring
Even cycles in a graph
graph-theory
Recursive formula for the number of connected labelled graphs with n vertices and k edges
graph-theory
Get all edges linked to a given node in a networkx graph
python
graph-theory
networkx
Algorithm for planarity test in graphs
algorithms
planar-graphs
graph-theory
how to determine if two graphs are not isomorphic
graph-theory
Is there a Hamiltonian path for the graph of English counties?
graph-theory
Induced subgraphs
graph-theory
induction
In a club with 99 people, everyone knows at least 67 people. Prove there's a group of 4 people where everyone knows each other
combinatorics
discrete-mathematics
graph-theory
recreational-mathematics
Meeting of people.
combinatorics
graph-theory
contest-math
How many "good" graphs of size $n$ are there?
graph-theory
Weakly Connected Graphs
graph-theory
connectedness
Are there a finite number of trees with $k$ leaves and no vertices of degree $2$?
graph-theory
trees
Find the best strategy for a card game
logic
graph-theory
recreational-mathematics
card-games
Every simple planar graph with $\delta\geq 3$ has an adjacent pair with $deg(u)+deg(v)\leq 13$
graph-theory
planar-graphs
extremal-graph-theory
There are $2n+1$ people. For each $n$ people there is somebody who is friend with each of them. Prove there is a "know-them-all" person.
combinatorics
discrete-mathematics
graph-theory
contest-math
Graph Theory: How do we know Hamiltonian Path exists in graph where every vertex has degree ≥3?
graph-theory
hamiltonian-path
Easy to read books on Graph Theory
reference-request
graph-theory
book-recommendation
How to test if a graph is fully connected and finding isolated graphs from an adjacency matrix
linear-algebra
matrices
graph-theory
algorithms
Number of spanning trees in a ladder graph
combinatorics
graph-theory
trees
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