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Quantum similarity index and Rényi complexity ratio of Kratzer type potential and compared with that of inverse square and Coulomb type potentials
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Quantum similarity index and Rényi complexity ratio of Kratzer type potential and compared with that of inverse square and Coulomb type potentials
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Journal Article
Quantum similarity index and Rényi complexity ratio of Kratzer type potential and compared with that of inverse square and Coulomb type potentials
2023
Overview
In this paper, we define three sets of exact solutions for potentials of the type two-parameter Kratzer, inverse square, and Coulomb. The Laguerre polynomials express two sets of solutions, and Bessel functions enter the third one. Also, for these three solutions, we define the exact analytical expressions of the quantum similarities, disequilibria, and entropic moments. In addition, we studied the behavior of quantum dissimilarity, quantum similarity index, and Rényi complexity ratio using every pair of different solutions.
Publisher
Springer International Publishing,Springer Nature B.V
Subject
