Alternative Hamiltonian descriptions and statistical mechanics - INSPIRE

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Alternative Hamiltonian descriptions and statistical mechanics

2002

10 pages

Published in:

Int.J.Mod.Phys.A 17 (2002) 3779-3788

e-Print:

quant-ph/0107116 [quant-ph]

DOI:

10.1142/S0217751X02009898

View in:

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Abstract: (WSP)

We argue here that, just as it happens in classical and quantum mechanics, where it has been proven that alternative Hamiltonian descriptions can be compatible with a given set of equations of motion, the same holds true in the realm of statistical mechanics, i.e. that alternative Hamiltonian descriptions do lead to the same thermodynamical description of any physical system.

Note:

11 pages

References(9)

Figures(0)

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V.I. Man'ko
(
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)
,
G. Marmo
(
- Naples U. and
- INFN, Naples
)
,
E.C.G. Sudarshan
(
- Texas U.
)
,
F. Zaccaria
(
- Naples U. and
- INFN, Naples
)

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•
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•
DOI:
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Giuseppe Marmo
(
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)
,
Gaetano Vilasi
(
- Salerno U. and
- INFN, Naples
)

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•
e-Print:
- hep-th/9605191
•
DOI:
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Bihamiltonian quantum systems and Weyl quantization

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•
DOI:
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- Phys.Rept. 188 47

Does Equation of Motion Determine Commutation Relation?

Susumu Okubo
(
- Rochester U.
)

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•
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