Examples of 'mean field' in a sentence
Meaning of "mean field"
Mean field - a concept used in physics, mathematics, or statistics to describe a way of modeling a system
How to use "mean field" in a sentence
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mean field
One important example is mean field theory.
Mean field theories constitute useful tools in that respect.
Dynamical mean field theory.
Mean field game theory.
These hypotheses are supported by our theoretical mean field model.
The goal of mean field theory is to resolve these combinatorial problems.
Another approach is the linearization about the mean field.
Arrott plot for a simple mean field ferromagnetic phase transition.
Mean field limits.
Our approach is based on the mean field limit theory.
Further research helped develop a framework describing deviations from mean field.
The most common extension to mean field theory is the nuclear pairing.
Physicists often refer to study of the complete graph as a mean field theory.
It then constitutes a method of the mean field type for quantum fluctuations.
This essential simplification of the problem is the cornerstone of mean field theories.
See also
We extend classical mean field methods to study the controlled behavior of large systems.
Harvest does not mean field.
The formal basis for mean field theory is the Bogoliubov inequality.
The granpotential of the model is obtained in the mean field approximation.
The mean field has been determined within a microscopic approach using the Skyrme effective interaction.
Optimal power control strategies from the mean field formulation are studied.
The main approximation is that all the domains are located in an equivalent mean field.
We formulate the statistical mechanics and the mean field approach describing the gaseous phase.
The first part constitutes a general introduction to theory of Mean Field Games.
To study this system we use a mean field approximation of the Hubbard model.
These experimental findings are analysed with a slave boson mean field theory.
This is a mean field approximation ; the position of the particles is averaged.
The exchange interactions are taken into account within a mean field theory approximation.
The mean field Chern-Simons theorypredicts an edge reconstruction by the interactions.
The Ginzburg criterion tells quantitatively when mean field theory is valid.
These are mean field statistical mechanics systems, but with finite local connectivity.
HFB is now the de facto standard in the mean field treatment of nuclear systems.
The mathematical formalism is introduced heuristically with an emphasis on quadratic Mean Field Games.
We develop a mean field theory, which allows to describe the coexistence of both mechanisms.
Part II concerns discrete time mean field games.
The first one, based on a mean field approach, is suitable for the high concentration regimes.
This thesis is articulated around three different contributions to the theory of Mean Field Games.
Does Kolmogorov mean field theory become exact for turbulence above some critical dimension?
Then, we are interested with several properties of mean field games.
Maier - Saupe mean field theory.
The magnetization exponent in dimensions higher than 5 is equal to the mean field value.
Analysis & control techniques of dynamics & performance, mean field & information theory of complex systems & networks.
The electrons 6 oscillate between the points M while coiling around a mean field line 5.
In Chapter 2, we explore a Mean Field Game model with myopic agents.
Abstract, This thesis is concerned with new models of mean field games.
The mean field remains applied between the two plates 10, 12 at the top and bottom.
In a first part, we study a class of mean field spin glass models.
Finally, in the last part, we study non-stationary stochastic mean field games on networks.
Abstract, In this thesis we study the application of Mean Field Game Theory in economics.
Have you tried the Hartree-Fock mean field approach?
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