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New posts in graph-theory
How can a finite graph be viewed as a discrete analogue of a Riemann surface?
combinatorics
algebraic-geometry
reference-request
graph-theory
riemann-surfaces
Coloring Graph Problem
graph-theory
coloring
Minimum vertices set bipartite graph covering-special case
graph-theory
bipartite-graphs
Chromatic polynomial for a bipartite graph
discrete-mathematics
graph-theory
coloring
Graph theory question
graph-theory
Verify that R(p,2) = R(2,p) = p, where R is the Ramsey number
combinatorics
graph-theory
ramsey-theory
Proving bipartition in a connected planar graph
graph-theory
Expectation number of cycles in a Erdős–Rényi random directed graph $G(n,p)$
probability
graph-theory
expectation
random
random-graphs
How to understand if task on graph-theory has analytical solution?
combinatorics
graph-theory
induction
extremal-graph-theory
Does it matter where we start on an Euler graph?
graph-theory
connections
path-connected
graph-connectivity
Doubling the cube with unit sticks
geometry
graph-theory
recreational-mathematics
geometric-construction
Extremal combinatorics
combinatorics
graph-theory
extremal-combinatorics
matching-theory
extremal-graph-theory
Maximum number of vertices in connected graph with every degree at most 6 and distance between any two vertices at most 2
graph-theory
Showing there is a node in the graph with only one edge
combinatorics
graph-theory
pigeonhole-principle
How to simply prove that a certain graph is a subdivision of $K_{3,3}$
graph-theory
alternative-proof
Why are the eigenvectors of the Laplacian of a ring graph sinusoidal?
linear-algebra
graph-theory
eigenvalues-eigenvectors
graph-laplacian
circulant-matrices
Connectedness property of $R^2$
geometry
functional-analysis
graph-theory
algebraic-topology
connectedness
Minimum degree of a graph and existence of perfect matching
graph-theory
discrete-mathematics
Prove that there exist regular tournament of every odd order but there is no regular tournament of even order.
graph-theory
Show that a finite regular bipartite graph has a perfect matching
graph-theory
proof-verification
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