We call an edge-coloring of a graph G a rainbow coloring if the edges of G are colored with distinct colors. For every even positive integer k ≥ 4, ...

In this note, it is shown that the number of 6-cycles of [Formula: see text], the minimum number of colors required to color the edges of the edge-coloring ...

We call an edge-coloring of a graph [Formula: see text] a rainbow coloring if the edges of [Formula: see text] are colored with distinct colors.

A Remark on Rainbow 6-Cycles in Hypercubes · journal article · research article · Published by World Scientific Pub Co Pte Ltd in Parallel Processing Letters.

A Remark on Rainbow 6-Cycles in Hypercubes. Chen Hao, Weihua Yang. A Remark on Rainbow 6-Cycles in Hypercubes. Parallel Processing Letters, 28(2):1850007 ...

Jun 18, 2019 · ... 6-pages. (EI). 9. C. Hao, Weihua Yang*, A remark on rainbow 6-cycles in hypercubes, Parallel Processing Letters Vol. 28 No. 2 (2018) 6-pages.

Nov 15, 2017 · A Remark on Rainbow 6-Cycles in Hypercubes. 2018, Parallel Processing Letters. On the number of proper paths between vertices in edge-colored ...

Oct 22, 2024 · An edge coloring of a graph H is called rainbow if no two edges of H have the same color. Let f(G,H) be the largest number of colors such that ...

Dec 7, 2012 · It is rather easy to see that g(n,3) = f(n,6). Indeed, if Qn is edge-colored so that every. Q3 is rainbow, then every C6 is rainbow since each ...

Oct 16, 2024 · This paper is about the rainbow dual of the Hales Jewett number, providing general bounds an anti-Hales Jewett Number for hypercubes of length k and dimension ...