Examples of 'ergodic' in a sentence
Meaning of "ergodic"
Ergodic - pertaining to or involving the theory of ergodic systems, which are systems exhibiting randomness over time and space, such that the system explores all possibilities
Show more definitions
- Of or relating to certain systems that, given enough time, will eventually return to previously experienced state.
- Of or relating to a process in which every sequence or sample of sufficient size is equally representative of the whole.
- Of or relating to a literary work that requires nontrivial effort on the reader's part to traverse.
How to use "ergodic" in a sentence
Basic
Advanced
ergodic
Invariant measure and the ergodic theorems.
Ergodic theory is often concerned with ergodic transformations.
All the processes studied here are ergodic.
A state i is said to be ergodic if it is aperiodic and positive recurrent.
Ergodic mutual information is chosen as the performance criterion.
His research focuses on ergodic theory and combinatorics.
Both ergodic theory and statistical physics will be.
The role of the ergodic hypothesis.
Ergodic theory is related to information theory.
Topics in dynamics and ergodic theory.
Recurrence in ergodic theory and combinatorial number theory.
This is a typical situation in ergodic theory.
On ergodic algorithms for equilibrium problems.
This condition is known as the condition of ergodic consistency.
Cocycles of ergodic transformation groups.
See also
The proofs of these results rely entirely on ergodic methods.
Ergodic problems of classical mechanics.
For his work on ergodic theory.
Ergodic machines are machines that run on heat and energy.
Statistical analysis in the stationary ergodic framework is extremely challenging.
The ergodic theorem has also had repercussions for dynamics.
The book is an introduction to ergodic theory and dynamical systems.
Ergodic random process.
Basic ergodic theory.
There are related mathematical results in symplectic topology and ergodic theory.
Mean ergodic theorem.
He has made notable contributions in set theory and in ergodic theory.
Birkhoff ergodic theorem.
The service times of every type are assumed stationary and ergodic.
Individual ergodic theorem.
The ergodic hypothesis is often assumed in the statistical analysis of computational physics.
The branch of mathematics that studies ergodic systems is known as ergodic theory.
Some of his more experimental works can be considered examples of ergodic literature.
In this dissertation we study ergodic optimization techniques in the context of an anosov dynamic.
In this thesis we study dynamical systems trough the viewpoint of ergodic optimization.
We show that every ergodic measure is uniquely maximizing for some potential.
This results are obtained through techniques of ergodic theory and convex analysis.
Both ergodic theory and statistical physics will be revolutionized by my approach to extremal combinatorics.
One important technique in arithmetic combinatorics is the ergodic theory of dynamical systems.
The concepts of ergodicity and the ergodic hypothesis are central to applications of ergodic theory.
Entropy in ergodic.
Another may be that ergodic behavior may depend on the initial energy of the system.
Lectures on ergodic.
We prove the ergodic property of the process and characterize the corresponding invariant measure.
And is ergodic.
Ergodic theory is a mathematical subject that studies the statistical properties of deterministic dynamical systems.
In physics the term implies that a system satisfies the ergodic hypothesis of thermodynamics.
Also the quasi ergodic assumption taken in the paper is not granted for the climate.
This allow us to deduce the existence of harmonic measures and some ergodic preoperties.
We derive a number of topological and ergodic properties of dynamical systems that have this property.
