Yildiz, Zeliha KartalAytac, Aysun2021-05-032021-05-0320210749-159X1098-24260749-159X1098-2426https://doi.org/10.1002/num.22746https://hdl.handle.net/11454/69741A semitotal dominating set S (abbreviated semi-TD-set) of graph G = (V, E) is a subset such that S is a dominating set and each vertex in the S is within 2 distance from the another vertex of S. The semitotal domination number, denoted by gamma(t2)(G), is the minimum cardinality taken over all semitotal dominating sets of G. in this paper, we examine the semitotal domination number of graphs obtained by some graph operations such as corona, join, modular product, and lexicographic product.en10.1002/num.22746info:eu-repo/semantics/closedAccessdominationgraph operationsgraph theorysemitotal dominationArticleWOS:0006089066000012-s2.0-85100178486Q1Q1