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publications
(7)
previous | 1 | next
Information measures based on Tsallis' entropy and geometric considerations for thermodynamic systems
M.
Portesi
and A.
Plastino
and F.
Pennini
Physica A: Statistical Mechanics and its Applications
365
173--176 (2006)
to
q-covariance
by
smicha
on 2008-04-22 10:36:30
|
URL
|
BibTeX
Generalized entropy as a measure of quantum uncertainty
M.
Portesi
and A.
Plastino
Physica A: Statistical and Theoretical Physics
225
412--430 (1996)
to
Entropic
relations
uncertainty
by
smicha
on 2008-04-22 10:36:30
|
URL
|
BibTeX
Geometrical aspects of a generalized statistical mechanics
M.
Portesi
and F.
Pennini
and A.
Plastino
Physica A: Statistical and Theoretical Physics
373
273--282 (2007)
to
Information
geometry
by
smicha
on 2008-04-22 10:36:30
|
URL
|
BibTeX
q-thermostatistics and the analytical treatment of the ideal Fermi gas
S.
Mart{\'i}nez
and F.
Pennini
and A.
Plastino
and M.
Portesi
Physica A: Statistical Mechanics and its Applications
332
230--248 (2004)
to
Tsallis'
generalized
statistics
by
smicha
on 2008-04-22 10:36:30
|
URL
|
BibTeX
Majorization properties of generalized thermal distributions
N.
Canosa
and R.
Rossignoli
and M.
Portesi
Physica A: Statistical Mechanics and its Applications
368
435--441 (2006)
to
Generalized
states
thermal
by
smicha
on 2008-04-22 10:36:30
|
URL
|
BibTeX
Majorization relations and disorder in generalized statistics
N.
Canosa
and R.
Rossignoli
and M.
Portesi
Physica A: Statistical Mechanics and its Applications
371
126--129 (2006)
to
Majorization
by
smicha
on 2008-04-22 10:36:30
|
URL
|
BibTeX
Majorization relations in generalized thermal states
N.
Canosa
and R.
Rossignoli
and M.
Portesi
Abstract Book of the XXIII IUPAP International Conference on Statistical Physics
(2007)
to
generalized
majorization
states
statphys23
theory
thermal
topic-1
by
statphys23
on 2007-06-20 10:16:09
|
URL
|
BibTeX
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tags
Entropic
Generalized
generalized
geometry
Information
Majorization
majorization
q-covariance
relations
states
statistics
statphys23
theory
thermal
topic-1
Tsallis'
uncertainty