The interplay between Differential Geometry, Mathematical Statistics, Probability Theory and Quantum Mechanics resulting in the so-called field of Classical and Quantum Information Geometry represents one of the most effective examples of cross-fertilizations of modern Science. Roughly speaking, Information Geometry deals with the understanding of the differential geometric properties of suitable manifolds of Classical probability distributions and Quantum states, and with the concrete possible applications that such a theoretical understanding necessarily triggers.
Focus point: classical and quantum information geometry
Mancini, S;
2021-01-01
Abstract
The interplay between Differential Geometry, Mathematical Statistics, Probability Theory and Quantum Mechanics resulting in the so-called field of Classical and Quantum Information Geometry represents one of the most effective examples of cross-fertilizations of modern Science. Roughly speaking, Information Geometry deals with the understanding of the differential geometric properties of suitable manifolds of Classical probability distributions and Quantum states, and with the concrete possible applications that such a theoretical understanding necessarily triggers.File in questo prodotto:
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