On star coloring of tensor product of graphs
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DOI:
https://doi.org/10.26637/MJM0804/0115Abstract
The star chromatic number of tensor products of path and complete graphs have been investigated in this article.
Keywords:
Star coloring, path, cycle, complete graph, tensor productMathematics Subject Classification:
mathematics- Pages: 2005-2007
- Date Published: 01-10-2020
- Vol. 8 No. 04 (2020): Malaya Journal of Matematik (MJM)
Albertson, Michael O, Chappell, Glenn G, Kierstead, Hal A, Kündgen, André and Ramamurthi, Radhika, Coloring with no 2-Colored $P_4$ 's, The Electronic Journal of Combinatorics, 11 (2004), Paper # R26,13.
BrankoGrünbaum, Acyclic colorings of planar graphs, Israel J. Math., 14(1973), 390-408.
Fertin, Guillaume, Raspaud, André and Reed, Bruce, Star coloring of graphs, Journal of Graph Theory, 47(3)(2004), 163-182.
K. Venkatesan, V.V. Joseph and V. Mathiyazhagan, On star coloring of corona graphs, Applied Mathematics ENotes, 15 (2015), 97-104.
Thomas F. Coleman and Jin-Yi Cai, The cyclic coloring problem and estimation of sparse Hessian matrices, SIAM J. Alg. Disc. Math., 7 (1986), 221-235.
Thomas F. Coleman and Jorge J. Moré, Estimation of sparse Hessian matrices and graph coloring problems, Mathematical Programming, 28(3)(1984), 243-270.
A.N. Whitehead and B. Russell, Principa Mathematica, Cambridge University Press, vol. 2, P.384, 1912.
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