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Commentary: Nash equilibrium and dynamics
Games and Economic Behavior, 2011Abstract John F. Nash, Jr., submitted his Ph.D. Dissertation entitled Non-cooperative games to Princeton University in 1950. Read it 58 years later, and you will find the germs of various later developments in game theory. Some of these are presented below, followed by a discussion concerning dynamic aspects of equilibrium.
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The Approach to Equilibrium and Molecular Dynamics
1990Some of the first studies in Molecular Dynamics were already concerned with the problem of approach to equilibrium. Alder and Wainwright1 and later Bellemans and Orban2 have calculated the time evolution of the Boltzmann H-function for a dilute gas of hard disks and hard spheres put initially in a non-equilibrium state.
Prigogine, Ilya +2 more
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Out-of-equilibrium price dynamics
Economic Theory, 2006zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Approach-to-Equilibrium Molecular Dynamics
2017Besides steady-state methods presented in Chapters 8 and 9, molecular dynamics simulations can also be used to simulate temperature transients, by means of approach-to-equilibrium molecular dynamics (AEMD) calculations. The interest for such methods is materialso the short MD simulation time required to studThe commont, compareof to a steady state ...
Martin, Évelyne +3 more
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Is a sunspot in static or dynamic equilibrium?
Journal of Astrophysics and Astronomy, 2000Extended abstractSunspots have been studied ever since their discovery by Galileo, but the investigation of sunspot structure remains a current issue. The theoretician’s ideal, isolated sunspot is rarely observed. However, most of the discussions about the stability and dynamics of sunspots are based on this ideal model.
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Geomorphological Systems; Equilibrium and Dynamics
American Journal of Science, 1965Landform features may be considered as open systems of complex behavior. Adjustments of landforms to changes in environment tend toward an equilibrium state. The influence of a past process on a geomorphic system is proportional to the intensity and duration of its action but inversely proportional to the time elapsed since the action.
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Dynamics in General Equilibrium Theory
1980I find myself something of an outsider in writing a paper like this; and for a mathematician to write a paper with no technical mathematics is a real (but very constructive) confrontation with the problem of communication. What I hope to achieve here is to convey some of my ideas on the relation between dynamics and the traditionally static, economic ...
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