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Results: 2
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(Dis)assortative partitions on random regular graphs
Freya Behrens
,
Gabriel Arpino
,
Yaroslav Kivva
,
Lenka Zdeborová
Sep 08, 2022
Abstract
We study the problem of assortative and disassortative partitions on random
d
-regular graphs. Nodes in the graph are partitioned into two...
Paper
statistical physics
random graphs
Phase transitions
partitions
cavity method
disordered systems
message passing algorithms
Published by:
View Article
Results on Ghost Series and Motivated Proofs of Overpartition Identities
Collin R. Takita
Jan 01, 0001
The theory of integer partitions is a field of much investigative interest to mathematicians and physicists. Unlike some of the more well-known sequences such as the Fibonacci Numbers, integer partitions follow no obvious...
partitions
Rogers-Ramanujan
infinite series
mathematics
Number theory
Physical Sciences and Mathematics
Published by:
Ursinus College