Titlebook: Algebra, Analysis, and Associated Topics; Sandeep Singh,Mehmet Ali Sarig?l,Alka Munjal Book 2022 The Editor(s) (if applicable) and The Aut

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Why Bad Leaders? A Perspective from WICSIn neutrosophic topological space, the notion of neutrosophic . connectedness and disconnectedness is introduced in this chapter. In addition, we also introduced neutrosophic . separated sets, and finally, we analyze neutrosophic . compact spaces and related features in neutrosophic topological spaces.

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On Equalities of Central Automorphism Group with Various Automorphism Groups,In this chapter, we intend to present a survey on the equalities of central automorphisms of a group and pose some problems and further research directions.

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On the Generalized k-Horadam-Like Sequences,ollow immediately as special cases. Moreover, we have discussed some well-known identities, the Binet formula, the Catalan and Hankel transform, and the generating functions for the generalized k-Horadam-like sequences.

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,New Results on (,, ,, ? , ,, ,) Analogue of Lauricella Function with Transforms and Fractional Calcs different properties. The Lauricella functions are the generalization of the Gauss hypergeometric function in the n-variables. In this manuscript, we introduced (., ., ? , ., .) analogue of Lauricella function and derived its several properties and some transforms, like Beta transform, Laplace tra

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Derivations and Special Functions Over Fields, part of algebra. In this chapter, some recent developments of differential algebra are noted. The main object of study is the Liouville’s theorem on integration in finite terms that deals with the antiderivatives of functions.

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Semigroups of Completely Positive Maps,s on some nice algebras of operators satisfying certain continuity conditions. These semigroups appear naturally in the study of the evolution of an irreversible open quantum system. In the classical theory of probability, these semigroups are noncommutative analogue to the Markov semigroups. The ge

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