VERTEX BIMAGIC TOTAL LABELINGS TO COMPLEMENTARY PERFECT TRIPLE CONNECTED DOMINATION NUMBER FOR SOME STANDARD GRAPHS

A set S is a complementary perfect triple connected dominating set, if  is a triple connected dominating set of G and the induced sub graph  has a perfect matching. The complementary perfect triple connected domination number  is the minimum cardinality taken over all complementary perfect triple connected dominating sets in G. A graph labeling is a one to one function that carries a set of elements onto set of integers called labels. Here we discuss some standard graphs which has vertex bimagic labelings and for which complementary perfect triple connected domination number exists.