Titlebook: Discrete Mathematics and Mathematical Modelling in the Digital Era; ICDM3DE-2023, Gandhi P. Balasubramaniam,P. Raveendran,K. Ratnavelu Conf

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Invariant Points for?Kannan Contraction and?Reich Type Contraction in?Strong Altering JS-MetricThis article deals with the examination of Strong Altering JS-metric space and certain peculiarities of this general space. Also, it analyses fixed point results for the famous Kannan contraction and Reich type contraction in the context of complete Strong Altering JS-metric space.

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Some Fixed Point Theorems in Asymmetric Strong b-Metric Spacections, Existence and Uniqueness of fixed points are proved. Furthermore, we generalize the theorem of Nadler’s Multi-Valued mapping in the environment of asymmetric strong b-metric space. The results were obtained by the use of simple processes.

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CTATD Number for Power Graph of Some Special Graphs and Tadpole Graph) if every vertex . and . is triple connected. The smallest cardinality of CTATD-sets is called the CTATD number and is denoted by .(.). In this work, in this article, we examine the CTATD number for the tadpole graph and some particular power graphs.

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