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The vertex degree polynomial of some graph operations
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The vertex degree polynomial of some graph operations
Abstract
The vertex degree polynomial of some graph operations
참고문헌 (18)
- H. Ahmed, "An atlas of vertex degree polynomials of graphs of order at most six", Research and Reviews: Discrete Mathematical Structures, 7, pp.7~14 (2020)
- H. Ahmed, "On The Vertex Degree Polynomial of Graphs", preprint, ~
- N. Akgunes, "Some properties on the tensor product of graphs obtained by monogenic semigroups", Applied Mathematics and Computation, 235, pp.352~357 (2014)
- N. Akgunes, "Some properties on the lexicographic product of graphs obtained by monogenic semigroups", Journal of Inequalities and Applications, 2013, pp.238~ (2013)
- Merve ASCIOGLU, "Omega Invariant of Union, Join and Corona Product of Two Graphs", Advanced Studies in Contemporary Mathematics, 30(3), pp.297~306 (2020), 장전수학회
- A. R. Ashrafi, "The Zagreb coindices of graph operations", Discrete Applied Mathematics, 158, pp.1571~1578 (2010)
- M. Azari, "Eccentric connectivity coindex under graph operations", J. Appl. Math. Comput, 62, pp.23~35 (2020)
- B. Basavanagoud, "Four new tensor products of graphs and their Zagreb indices and coindices", Electronic Journal of Mathematical Analysis and Applications, 8(1), pp.209~219 (2020)
- A. R. Bindusree, "Zagreb polynomials of three graph operators", Filomat, 30(7), pp.1979~1986 (2016)
- J. A. Bondy, "Graph Theory" (2008), Springer
- G. Chartrand, "Graph and Digraph", pp.1996, Chap. Hall
- K. Ch. Das, "The multiplicative Zagreb indices of graph operations", Journal of Inequalities and Applications, 2013, pp.90~ (2013)
- T. Doslic, "Eccentric connectivity polynomial of some graph operations", Serdica J. Computing, 5, pp.101~116 (2011)
- F. Harary, "Graph Theory" (2001), Narosa Publishing House
- S. M. Hosamani, "The first geometric-arithmetic indices of graph operations", Advances and Applications in Mathematical Sciences, 6, pp.155~163 (2015)
- M. H. Khalifeh, "The first and second Zagreb indices of some graph operations", Discrete Applied Mathematics, 157, pp.804~811 (2009)
- V. Lokesha, "Bounds for the sum of cubes of vertex degrees of splice graphs", TWMS J. App. Eng. Math, 10(3), pp.741~750 (2020)
- Y. N. Yeh, "On the sum of all distances in composite graphs", Discrete Math, 135, pp.359~365 (1994)
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