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Dirichlet’s Conditions

The conditions, under which a periodic function f(t) can be expanded in a convergent Fourier series, are known as Dirichlet’s conditions.
These are as follows:
  1. f(t) is a single valued function.
  2. f(t) has a finite number of discontinuities in each period, T.
  3. f(t) has a finite number of maxima and minima in each period, T.
  4. The integral, Description: 2946.png exists and is finite or in other way, Description: 2955.png.

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