We show that in general the density that maximizes the probability density of the entropy functional when its marginal density for a aprticle is assigned does not satisfy the equation of motion appropriate for the complete description of a conservative dynamical system, even in the case in which the probability density is chosen amonmg those that satisfy the reduced equation of motion. This contradicts what is implicitly admitted by Lewis's princiele
A Counterexample about Lewis' Principle
SEMPI, Carlo
1979-01-01
Abstract
We show that in general the density that maximizes the probability density of the entropy functional when its marginal density for a aprticle is assigned does not satisfy the equation of motion appropriate for the complete description of a conservative dynamical system, even in the case in which the probability density is chosen amonmg those that satisfy the reduced equation of motion. This contradicts what is implicitly admitted by Lewis's princieleFile in questo prodotto:
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