Results 231 to 240 of about 11,065 (264)
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Statistical inference in quantum mechanics

Reports on Mathematical Physics, 1980
Statistical inference is discussed in the context of a C∗-algebra. No restrictions are placed on the a priori state and the partial measurement state is required to satisfy an absolute continuity condition. This permits the treatment of unbounded “Radon-Nikodym” derivatives within the theory.
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Quantum Statistical Mechanics

2013
Before proceeding to the full quantum field-theoretic description of the macroscopic phenomena introduced in the previous chapter, we should first review the corresponding quantum-mechanical approach—quantum statistical mechanics.
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Quantum mechanics as a statistical theory

Mathematical Proceedings of the Cambridge Philosophical Society, 1949
An attempt is made to interpret quantum mechanics as a statistical theory, or more exactly as a form of non-deterministic statistical dynamics. The paper falls into three parts. In the first, the distribution functions of the complete set of dynamical variables specifying a mechanical system (phase-space distributions), which are fundamental in any ...
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Quantum Statistical Mechanics

1987
The preceding formulation of statistical mechanics is perhaps the simplest application of probability theory to the many-body problem. Although it is consistent with the principles of quantum mechanics, it is not manifestly so. That is, the PME itself is based on the notions of information and measurement, but a general formulation should also ...
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Quantum Mechanics and Statistics

1968
In the previous chapters it was stated that the entropy of a system can be determined by statistical means by counting the number of micro-states in which the system may occur under the given conditions. By failing to enlarge upon this point, we have falsely given the impression that the way in which the count should be made was definitely established.
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Statistical origin of classical mechanics and quantum mechanics

Physical Review Letters, 1993
Summary: The classical action for interacting strings, obtained by generalizing the time-symmetric electrodynamics of Wheeler and Feynman, is exactly additive. The additivity of the string action suggests a connection between the area of the string world sheets and entropy.
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A statistical generalization of the quantum mechanics

Il Nuovo Cimento, 1953
It is shown that the ordinary Schrodinger equation for a dynamical system gs may be replaced by a more general equation, which has the form of the Schrodinger equation of a quantized Bose field whose quanta are the systems gs. The linear wave functionals of the quantized field describe pure states of the system gs and the non linear wave functionals ...
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Perturbation of Statistical Semigroups in Quantum Statistical Mechanics

Journal of Mathematical Physics, 1971
The perturbation theory of Hille and Phillips for semigroups of bounded linear operators on a Banach space is modified to apply to the semigroups of positive traceclass operators encountered in quantum statistical mechanics.
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Quantum guidelines for solid-state spin defects

Nature Reviews Materials, 2021
Gary Wolfowicz   +2 more
exaly  

Weyl, Dirac and high-fold chiral fermions in topological quantum matter

Nature Reviews Materials, 2021
M Zahid Hasan   +2 more
exaly  

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