Results 261 to 270 of about 412,312 (307)
Some of the next articles are maybe not open access.

Stability of a Mechanical Equilibrium

1977
This chapter is devoted to stability questions concerning mechanical equilibria, or in other words to stability of critical points for differential equations having the Lagrangian or Hamiltonian form, with or without friction forces. The central theorem in this context was stated by J.L.
N. Rouche, P. Habets, M. Laloy
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Equilibrium Statistical Mechanics

2000
info:eu-repo/semantics ...
Balescu, Radu, Prigogine, Ilya
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Equilibrium Statistical Mechanics

2002
In this section we review the entropy principle, which may serve as a basis for deriving various assemble density functions. The principle has a long history and has been the topic of controversy over many years. Although the starting point is rather simple, it lasted a few decades before the correct mathematical formulation was obtained and that the ...
Wim Magnus, Wim Schoenmaker
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Equilibrium Selling Mechanisms [PDF]

open access: possibleAnnals of Economics and Finance, 2004
We consider the equilibrium choice of selling mechanisms by competing firms. For a model where a number of sellers choose sequentially between any two selling mechanisms, there is a unique (subgame perfect) equilibrium under fairly natural assumptions about the monotonicity and differences of the two mechanisms.
Yongmin Chen, Ruqu Wang
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Equilibrium Statistical Mechanics

2001
In Chapter 2, we established the equations governing the microscopic dynamics of the lattice gas. This microscopic dynamics provides the basics of the procedure for constructing automata simulating the behavior of fluid systems (see Chapter 10). However, in order to use LGAs as a method for the analysis of physical phenomena, we must go to a level of ...
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Equilibrium Statistical Mechanics

2019
AbstractChapter 4 reviews the basic notions of equilibrium statistical mechanics and begins with its fundamental postulate and outlines the structure of the theory using the most important of the various statistical ensembles, the microcanonical, the canonical, and the grand canonical ensemble and their corresponding thermodynamic potential, the ...
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