The  Fourier transform  for non Lebesgue integrable functions

Ponente(s): Manuel Bernal Gonzalez

If we the Lebesgue integration theory, it is not possible to obtain a pointwise integral representation for the Fourier transform operator, for functions in L^1(R)\L^2(R). By pointwise integral representation is posible by switching to the Henstock Kurzweil.