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Boltzmann's Minimum Function

Abstract

I GATHER from Mr. Culverwell's last letter (NATURE, April 18), and Mr. Bryan's (May 9), that we may regard the following conclusion as established, namely, the proof of the H theorem, for any system depends on a certain condition (A) being fulfilled among the coordinates and momenta of the molecules forming the system. Considering these as elastic spheres, and using Dr. Watson's notation, fdp1dq3 is the chance that a sphere shall have for coordinates and momenta p1p1+ap1, &c., and FdP1dQ3 the chance that another sphere shall have P1 … P1+dP1, &c. The condition required is that f and F are independent, even for two spheres on the point of collision.

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BURBURY, S. Boltzmann's Minimum Function. Nature 52, 104–105 (1895). https://doi.org/10.1038/052104b0

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