On Magic Labellings of Convex Polytopes

The binary locating-dominating number of some convex polytopes

“…The classes of convex polytopes Q n and R n were introduced in [2]. The metric dimension of convex polytopes D n , Q n and R n are equal to 3, as was proved in [16].…”

“…The graph of convex polytope Q n in Figure 3, is introduced in [2]. It has vertex set The graph of convex polytope R n .…”

ABC_{4} and GA_{5} Indices of Para-Line Graph of Some Convex Polytope

“…The beauty of their theory is nowadays complemented by their importance for many other mathematical subjects, ranging from integration theory, algebraic topology, and algebraic geometry to linear and combinatorial optimization (see [11]). Also people are paying attention in finding metric dimension and labeling of convex polytopes (see [1,2,19,20]). From these motivational work, we take a step in finding the topological indices of para-line graph of some convex polytopes.…”

Super d-anti-magic labeling of subdivided $kC_{5}$

“…Bača determined magic labeling on different graphs in [2,3,4,6,8,9]. Siddiqui [15] determined the existence of super d-antimagic labeling for a Jahangir graph for certain different d. Bača [7,11,12,13] gave magic labelings of type (1,1,1 ) and type ( 1,1,0) for certain classes of convex polytopes. A general survey of graph labelings is given in [18] .…”