The Study of Domination Subdivision Number for Cartesian Product of Path, Complete Graph and Grid Graph
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C. Berge: Graphs et Hypergraphs. Dunod, Paris, 1970.
J. A. Bondy, U. S. R. Murty: Graph Theory with Applications. Macmillan Press, 1976.
NarsinghDeo,”Graph theory with operations to engineering and computer science”,prentice Hall of India,8th printing,New Delhi.,1993.
OdilieFavaron, Teresa W. Haynes and Stephen T.Hedetniemi,”Domination subdivision Numbers in graphs” utilitas Mathematicia,66(2004),pp.195-209.
TeresaW.Haynes,Stephen T. Hedetniemi and peter J. slater,’fundamentals of domination in graphs “,Marcel Dekker Inc.,1998.
E.J. Cockayne, R.M. Dawes and S.T.Hedetniemi, Total domination in graphs, Networks, 10 (1980), 211–219.
O. Favaron, H. Karami and S.M. Sheikholeslami, Total domination and total domination subdivision numbers, Australas.J.Combin., 38 (2007),229–235.
T.W.Haynes,S.T.Hedetniemi and L.C.van der Merwe,Total domination subdivision numbers, J. Combin. Math. Combin. Comput., 44,(2003),115128.
T.W. Haynes, M.A. Henning and L.S. Hopkins, Total domination subdivision numbers of graphs, Discuss. Math. Graph Theory, 24 (2004), 457–467.
T.W. Haynes, M.A. Henning and L.S. Hopkins, Total domination subdivision numbers of trees, Discrete Math., 286 (2004), 195–202.
A. Klobuˇcar, Total domination numbers of cartesian products, Math. Communications, 9 (2004), 35–44.
S. Gravier, Total domination number of grid graphs, Discrete Appl. Math.,121 (2002), 119–128
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