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    complete multipartite graph
List Colourings of Complete Multipartite Graphs with 2 Big Parts ★★
Author(s): Allagan
Question   Given  , what is the smallest integer
, what is the smallest integer  such that
 such that  ?
? 
 , what is the smallest integer
, what is the smallest integer  such that
 such that  ?
? Keywords: complete bipartite graph; complete multipartite graph; list coloring
Choice number of complete multipartite graphs with parts of size 4 ★
Author(s):
Question   What is the choice number of  for general
 for general  ?
? 
 for general
 for general  ?
? Keywords: choosability; complete multipartite graph; list coloring
Choice Number of k-Chromatic Graphs of Bounded Order ★★
Author(s): Noel
Conjecture   If  is a
 is a  -chromatic graph on at most
-chromatic graph on at most  vertices, then
 vertices, then  .
. 
 is a
 is a  -chromatic graph on at most
-chromatic graph on at most  vertices, then
 vertices, then  .
. Keywords: choosability; complete multipartite graph; list coloring
Ohba's Conjecture ★★
Author(s): Ohba
Conjecture   If  , then
, then  .
. 
 , then
, then  .
. Keywords: choosability; chromatic number; complete multipartite graph; list coloring
 
   
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