On (Super) edge-antimagic total labeling of subdivided stars

Labeling is an interesting technique to assign labels to vertices and edges of a graph under certain conditions. There are many types of labeling, for example magic, antimagic, graceful, odd graceful, cordial, radio, sum and mean labeling. This paper deals with different results related to $(a,d)$-edge-antimagic total and super $(a,d)$-edge-antimagic total labelings of a subclass of subdivided stars denoted by $T(n,n+2,n+5,2n+7,n_5,...,n_r)$, where $nequiv 1hphantom{a}(mbox{mod}hphantom{a}2)$, $n_m=2^{m-3}(n+3)+1$ and $5leq mleq r$.