A closed macroscopic system with fluctuating local properties is treated as
a thermodynamic system with internal degrees of freedom. Gibb's entropy po
stulate is used to define the systems' entropy as a functional of the proba
bility density in internal coordinate space. It is shown that application o
f the scheme of thermodynamics of irreversible processes then leads directl
y to the theory of fluctuations as Markov processes described by a multivar
iate Fokker-Planck equation. In this perspective fluctuation theory may be
said to have become integrated into non-equilibrium thermodynamics. (C) 199
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