Publication result detail
Statistics of Fractal Systems
ZMEŠKAL, O.; NEŠPŮREK, S.
Original Title
Statistics of Fractal Systems
English Title
Statistics of Fractal Systems
Type
Paper in proceedings (conference paper)
Original Abstract
Four different approaches are used to describe the classic (Maxwell Boltzmann) and quantum (Fermi-Dirac, Einstein-Bose) distribution functions. The first approach is based on the kinetics of particles, the second one from the moments, the third one from the theory of probability and the fourth one from the fractal theory. It is shown that all approaches lead to the same results for defined boundary conditions. But the validity of the last one - the fractal approach - is much more general.
English abstract
Four different approaches are used to describe the classic (Maxwell Boltzmann) and quantum (Fermi-Dirac, Einstein-Bose) distribution functions. The first approach is based on the kinetics of particles, the second one from the moments, the third one from the theory of probability and the fourth one from the fractal theory. It is shown that all approaches lead to the same results for defined boundary conditions. But the validity of the last one - the fractal approach - is much more general.
Keywords
fractal physics, classic and quantum statistics, kinetic theory, statistic theory, moment theory, fractal theory
Key words in English
fractal physics, classic and quantum statistics, kinetic theory, statistic theory, moment theory, fractal theory
Authors
ZMEŠKAL, O.; NEŠPŮREK, S.
RIV year
2013
Released
11.10.2012
Publisher
VUT v Brně
Location
Brno, Czech Republic
ISBN
978-80-214-4594-9
Book
New trends in Physics
Pages from
107
Pages to
112
Pages count
6
BibTex
@inproceedings{BUT95542,
author="Oldřich {Zmeškal} and Stanislav {Nešpůrek}",
title="Statistics of Fractal Systems",
booktitle="New trends in Physics",
year="2012",
number="1",
pages="107--112",
publisher="VUT v Brně",
address="Brno, Czech Republic",
isbn="978-80-214-4594-9"
}