Probabilistic evolution approach to the expectation value dynamics of quantum mechanical operators, part I: integral representation of Kronecker power series and multivariate Hausdorff moment problems

Ayvaz, Muzaffer; Demіralp, Metin

doi:10.1007/s10910-014-0371-8

J Math Chem

2014

DOI: 10.1007/s10910-014-0371-8

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Probabilistic evolution approach to the expectation value dynamics of quantum mechanical operators, part I: integral representation of Kronecker power series and multivariate Hausdorff moment problems

Muzaffer Ayvaz

Metin Demіralp

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Cited by 5 publications

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Probabilistic evolution approach to the expectation value dynamics of quantum mechanical operators, part II: the use of mathematical fluctuation theory

Ayvaz

Demіralp

2014

J Math Chem

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Probabilistic evolution approach to the expectation value dynamics of quantum mechanical operators, part I: integral representation of Kronecker power series and multivariate Hausdorff moment problems

Cited by 5 publications

References 15 publications

Probabilistic evolution approach to the expectation value dynamics of quantum mechanical operators, part II: the use of mathematical fluctuation theory

Probabilistic evolution approach to the expectation value dynamics of quantum mechanical operators, part II: the use of mathematical fluctuation theory

Probabilistic evolution theory for the solution of explicit autonomous ordinary differential equations: squarified telescope matrices

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