- In mathematics,
ergodicity expresses the idea that a
point of a
moving system,
either a
dynamical system or a
stochastic process, will
eventually visit...
-
ergodic literature is to make
sense as a concept,
there must also be
nonergodic literature,
where the
effort to
traverse the text is trivial, with no...
- particular, the
theorem allows the
existence of a
subset of
macroscopically nonergodic states which on the
other hand must
approach zero measure, i.e., the contribution...
- "ergodic"), or
there are
infinitely many (and the
system is
called "
nonergodic"). In the
nonergodic case, the
Gibbs measures can be
expressed as the set of convex...
-
ergodic literature is to make
sense as a concept,
there must also be
nonergodic literature,
where the
effort to
traverse the text is trivial, with no...
- player.
These concepts help to
distinguish between ergodic (unicursal) and
nonergodic literature (multicursal). Some
works such as
Vladimir Nabokov's Pale Fire...
-
universal random matrix theory eigenvalue statistics.
Scars correspond to
nonergodic states which are
permitted by the
quantum ergodicity theorems. In particular...
-
cognitive aspect of a strategy. This
approach was
developed by
studying nonergodic systems in finance.
There is much
research on the non-stationarity of...
-
intersection of
software engineering and
quantitative research. The
nonergodicity of
financial markets and the time
dependence of
returns are central...
- Simon, Blair; Tamkun,
Michael M.; Krapf,
Diego (2011-04-19). "Ergodic and
nonergodic processes coexist in the
plasma membrane as
observed by single-molecule...
