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mean field theory equation

Anisotropic rotational diffusion and transient nonlinear responses of rigid polar macromolecules in a strong external electric field

Anisotropic rotational diffusion and transient nonlinear responses of rigid polar macromolecules in a strong external electric field

... the theory of orienta- tional relaxation of molecules in liquid ...a mean field potential V 共see, for example, ...the mean field potential strength V and thermal energy may also take an ...

11

Inspection games in a mean field setting

Inspection games in a mean field setting

... The mean field game theory is a new branch of game theory and it has become a powerful tool to study complex games with a large number of ...a mean field game in a finite state ...

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Mean field electrodynamics: triumphs and tribulations

Mean field electrodynamics: triumphs and tribulations

... Historically, mean field dynamo theory has resulted from consideration of the kinematic evolution of the magnetic field, ...induction equation for prescribed ...the mean ...

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Mean field kinetic theory approach to evaporation of a binary liquid into vacuum

Mean field kinetic theory approach to evaporation of a binary liquid into vacuum

... Boltzmann equation, MD simulations are able to model both the liquid and vapor phases within the same framework, although the high computational cost hinders their extensive use in systematic ...

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Nonperturbative Mean-Field Theory for Minimum Enstrophy Relaxation

Nonperturbative Mean-Field Theory for Minimum Enstrophy Relaxation

... From equation (10) we can also prove that hyper-viscosity term damps the energy of the mean zonal ...of equation (9) is that the PV flux is explicitly zonal ...the mean field approach, ...

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Bandwagon effect in mean-field games

Bandwagon effect in mean-field games

... on mean-field games. The theory of mean-field games was first presented by Lasry and Lions in [14], ...This theory studies interactions between in- distinguishable individuals ...

7

An asymmetric information non zero sum differential game of mean field backward stochastic differential equation with applications

An asymmetric information non zero sum differential game of mean field backward stochastic differential equation with applications

... Mean-field theory has been an active research field in recent years, which has attracted a lot of researchers to investigate this ...theory. Mean-field theory was independently pro- posed ...

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Static and Dynamic Chain Structures in the Mean-Field Theory

Static and Dynamic Chain Structures in the Mean-Field Theory

... We also estimate the corresponding angular momen- tum where the 4 α linear chain conf guration is stabilized. We calculate the angular momentum using the obtained rigid-body moment of inertia and compare those with that ...

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Mean-field theory for the dynamics of superfluid fermions in the BCS-BEC crossover

Mean-field theory for the dynamics of superfluid fermions in the BCS-BEC crossover

... The BEC group is like a big and warm family, with the most experienced and kind elder Lev Pitaevskii, the leader Sandro Stringari and the manager Stefano Giorgini, and all the others: Iacopo, Chiara, Alessio, Gabriele, ...

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Disordered driven coupled cavity arrays : Non equilibrium stochastic mean field theory

Disordered driven coupled cavity arrays : Non equilibrium stochastic mean field theory

... the mean-field decoupling, its presence is indicative of physically meaningful bimodal distributions in the true density matrix ...The equation of motion for the full-system density matrix is linear ...

6

Mean curvature, threshold dynamics, and phase field theory on finite graphs

Mean curvature, threshold dynamics, and phase field theory on finite graphs

... and mean curvature flow on a ...Allen-Cahn equation on graphs, re- spectively, and sufficient conditions are given on the parameters to guarantee freezing or pinning of the initial ...continuum mean ...

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Naturalness, the Autonomy of Scales, and the 125 GeV Higgs

Naturalness, the Autonomy of Scales, and the 125 GeV Higgs

... occurring at very different length scales. It is deeply rooted in our description of the physical world in terms of effective theories.” Similarly, in his excellent review of the naturalness problem associated with the ...

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Super Exponential Expansion for Dark Energy Model with Variable Λ in f (R, T) Gravity

Super Exponential Expansion for Dark Energy Model with Variable Λ in f (R, T) Gravity

... quadratic equation of state and cosmological constant in the presence of perfect fluid source in f(R, T) ...the field equations of the theory, we have used quadratic equation of state and time ...

6

1176.pdf

1176.pdf

... Flynn and Miller (1989) used the boundary integral equation method to model air flow into local exhaust hoods. Their solutions follow the same logic as Dunnett and Ingham and give good agreement with analytic ...

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Mean-field games for marriage.

Mean-field games for marriage.

... examines mean-field games for ...using mean-field sentimental games. We show that, in mean-field equilibrium, the optimal effort is always higher than the one-shot optimal ...

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Absorption of radiation by small metallic particles: a general self-consistent approach

Absorption of radiation by small metallic particles: a general self-consistent approach

... classical theory in which quantum mechanics only enters in choosing the Fermi-Dirac distribution for the initial distribution of electrons gives identical ...

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Wetting and drying transitions in mean-field theory: describing the surface parameters for the theory of Nakanishi and Fisher in terms of a microscopic model

Wetting and drying transitions in mean-field theory: describing the surface parameters for the theory of Nakanishi and Fisher in terms of a microscopic model

... The square-gradient model is in many ways too simplis- tic to describe wetting phenomena in a quantitative way, es- pecially away from the critical point. 24,25 It is unfit to de- scribe the phenomenon of surface ...

9

A Galerkin approximation scheme for the mean correction in a mean-reversion stochastic differential equation

A Galerkin approximation scheme for the mean correction in a mean-reversion stochastic differential equation

... differential equation of mean-reversion type which arises from the (modern) mathematical modeling in economics and ...an equation for the mean correction function appearing in the SDE which ...

16

Argo Data Mean Field Modeling

Argo Data Mean Field Modeling

... In this chapter, we introduce a functional data approach to model the mean tem- perature field across the entire ocean. Other existing methods for computing the mean field involve a fixed ...

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Bursts in brainactivity   a mean field reduction

Bursts in brainactivity a mean field reduction

... By means of varying the constants a ,b,c, d and the dendritic current input I , it is possible to show all kinds of spiking neuron behaviour [4]. These are the dynamics of a single neuron. Upon coupling neurons over the ...

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