ON CERTAIN PRIME CORDIAL FAMILIES OF GRAPHS

On certain prime cordial families of graphs

On certain prime cordial families of graphs

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Graph labelling is an important tool in modelling real life problems.In the present paper, different graph families are studied for prime cordial labelling.In this work, we show that the double comb graph ${P_n} odot 2{K_1} $, for Girls Spring Casual Set $n ge 2 $, as well as sunflower planar graph $S{f_n} $ for $n ge 3 $, admit prime cordial labelling.We also prove that if we join two copies of Slouch Bag sunflower planar graph by a path of arbitrary length then the resultant graph is also prime cordial.

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