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Título : Physical implications of Fisher-information's scaling symmetry
Autor : Flego, S. P., Plastino, A., Plastino, Ángel R.
Fecha de publicación : Apr-2012
Editor: Versita
Resumen: We study the scaling properties of Fisher's information measure (FIM) and show that from these one can straightforwardly deduce significant quantum-mechanical results. Specifically, we investigate the scaling properties of Fisher's measure I and encounter that, from the concomitant operating rules, several interesting, albeit known, results can be derived. This entails that such results can be regarded as pre-configured by the conjunction of scaling and information theory. The central notion to be arrived at is that scaling entails that I must obey a certain partial differential equation (PDE). These PDE-solutions have properties that enable the application of a Legendre-transform (LT). The conjunction PDE+LT leads one to obtain several quantum results without recourse to the Schrödinger's equation. © 2012 Versita Warsaw and Springer-Verlag Wien.
Identificadores: doi: 10.2478/s11534-012-0007-1
issn: 1895-1082
Citación : Central European Journal of Physics 10(2): 390-397 (2012)
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