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Classification of classical orthogonal polynomials
1997The authors consider the differential equation \[ l_2(x)y''+ l_1(x)y'= \lambda_n y(x), \tag{\(*\)} \] , where \(x\in R\), \(l_1(x)= l_{11}x+ l_{10}\) and \(l_2(x)= l_{22}x^2+ l_{21}x+ l_{20}\) with certain coefficients \(l_{ij}\) while \(\lambda_n= n(n-1)l_{22}+ nl_{11}\) \((n\geq 0)\), and discuss different cases for which \((*)\) has polynomial ...
KIL H. KWON, Lance L. Littlejohn
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Irreversible entropy production: From classical to quantum
Reviews of Modern Physics, 2021Gabriel T Landi, Mauro Paternostro
exaly
Classical and Generalized Classical Orthogonal Polynomials
2001Charles F. Dunkl, Yuan Xu
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The classical-quantum boundary for correlations: Discord and related measures
Reviews of Modern Physics, 2012Kavan Modi +2 more
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Recent Advances and Perspectives on Nonadiabatic Mixed Quantum–Classical Dynamics
Chemical Reviews, 2018Rachel Crespo-otero, Mario Barbatti
exaly
Beyond classical benzodiazepines: novel therapeutic potential of GABAA receptor subtypes
Nature Reviews Drug Discovery, 2011Uwe Rudolph
exaly