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GENERALIZATION OF CLASSICAL STATISTICAL MECHANICS TO QUANTUM MECHANICS AND STABLE PROPERTY OF CONDENSED MATTER [PDF]
Modern Physics Letters B, 2004 Classical statistical average values are generally generalized to average values of quantum mechanics. It is discovered that quantum mechanics is a direct generalization of classical statistical mechanics, and we generally deduce both a new general continuous eigenvalue equation and a general discrete eigenvalue equation in quantum mechanics, and ...
F. C. Ma, Y. C. Huang, N. Zhang
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Statistical Mechanics and Applications in Condensed Matter [PDF]
Physics Today, 2016 Erio Tosatti
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Non-recursive chadi-cohen integration over the brillouin zone of cubic crystals [PDF]
Philosophical Magazine B, 2001 Abstract We give closed-form non-recursive formulae for the Chadi-Cohen sets of special points associated with the bcc and fcc symmetries. The expressions are valid for arbitrary order n, which enters them as a parameter. This ameliorates the situation of the Chadi-Cohen method of integration over Brillouin zones, whose application to high-precision ...
Rogan, J, Lagos, M
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Philosophical Magazine B, 2001 Abstract The behaviour of two-dimensional grain structures anchored by circular or elongated pins (needles) is examined in two ways: experimentally, using soap films trapped between two glass plates, and computationally, using a Potts model. In the simulations, the Zener pins are exactly equivalent in size, position and orientation to the pins in the ...
Olguin, A +5 more
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Magic Numbers and Mixing Degree in Many-Fermion Systems. [PDF]
Entropy (Basel), 2023 Monteoliva D, Plastino A, Plastino AR.
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A view from the President of the Indian Biophysical Society. [PDF]
Biophys Rev, 2023 Rao M.
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Extrinsic and intrinsic effects setting viscosity in complex fluids and life processes: the role of fundamental physical constants. [PDF]
Eur Phys J E Soft MatterTrachenko K +3 more
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Statistical Mechanics of Directed Networks. [PDF]
Entropy (Basel)Boguñá M, Serrano MÁ.
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Information Theoretical Analysis of Quantum Mixedness in a Finite Model of Interacting Fermions. [PDF]
Entropy (Basel)Monteoliva D, Plastino A, Plastino AR.
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