Hedetniemi's conjecture - meaning and definition. What is Hedetniemi's conjecture
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What (who) is Hedetniemi's conjecture - definition


Hedetniemi's conjecture         
  • Example of '''Hedetniemi's conjecture''': the tensor product of C5 and C3 (on the left) produces a graph that contains a cycle with length 15 (on the right) so: the resulting graph requires 3 colors.
CONJECTURE IN GRAPH THEORY
Hedetniemi conjecture; Hedetniemi's graph coloring conjecture; Hedetniemi's graph colouring conjecture
In graph theory, Hedetniemi's conjecture, formulated by Stephen T. Hedetniemi in 1966, concerns the connection between graph coloring and the tensor product of graphs.
Carathéodory conjecture         
In differential geometry, the Carathéodory conjecture is a mathematical conjecture attributed to Constantin Carathéodory by Hans Ludwig Hamburger in a session of the Berlin Mathematical Society in 1924.Sitzungsberichte der Berliner Mathematischen Gesellschaft, 210.
Lemoine's conjecture         
CONJECTURE
Levy conjecture; Levy's conjecture; Levy's Conjecture
In number theory, Lemoine's conjecture, named after Émile Lemoine, also known as Levy's conjecture, after Hyman Levy, states that all odd integers greater than 5 can be represented as the sum of an odd prime number and an even semiprime.