@article{article_1030603, title={Independent Transversal Domination Number of Corona and Join Operation in Path Graphs}, journal={Turkish Journal of Science}, volume={7}, pages={7–13}, year={2022}, url={https://izlik.org/JA87CD75RX}, author={Atay Atakul, Betül}, keywords={domination number, independent transversal domination number, independence number}, abstract={A dominating set of a graph G which intersects every independent set of a maximum cardinality in G is called an independent transversal dominating set. The minimum cardinality of an independent transversal dominating set is called the independent transversal domination number of G and is denoted by gamma_{it}(G). In this paper we investigate the independent transversal domination number of the path graph P_{n} with the star graph S_{1,m}, the wheel graph W_{1,m} and the complete graph K_{n} under neihgbourhood corona, edge corona and join operation providing \beta(P_{n})>\beta(G).}, number={1}