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Green’s function of the Fokker–Planck equation: General formula of frequency expansion
Toru Miyazawa
Source abstract
The one-variable Fokker–Planck equation is studied in its general form by means of an algebraic method. An expression of the Green’s function is derived as an expansion in powers of the square root of frequency. The expansion coefficient of arbitrary order is expressed as a functional of the potential in terms of integrals.
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