Choice number of Kneser graphs

08/01/2021
by   Vera Bulankina, et al.
0

In this short note, we show that for any ϵ >0 and k<n^0.5-ϵ the choice number of the Kneser graph KG_n,k is Θ (nlog n).

READ FULL TEXT

page 1

page 2

page 3

page 4

research
06/15/2018

A note on choosability with defect 1 of graphs on surfaces

This note proves that every graph of Euler genus μ is 2 + √(3μ + 3) --c...
research
12/05/2017

A Short Note on Undirected Fitch Graphs

The symmetric version of Fitch's xenology relation coincides with class ...
research
04/30/2019

Some results on multithreshold graphs

Jamison and Sprague defined a graph G to be a k-threshold graph with thr...
research
03/23/2018

Equivariant ZFA with Choice: a position paper

We propose Equivariant ZFA with Choice as a foundation for nominal techn...
research
05/31/2023

A short note on the stability of a class of parallel Runge-Kutta methods

With this short note, we close a gap in the linear stability theory of b...
research
04/10/2014

Avoiding Undesired Choices Using Intelligent Adaptive Systems

We propose a number of heuristics that can be used for identifying when ...

Please sign up or login with your details

Forgot password? Click here to reset