L-3 space anyone



Its quite well known that fourier series converges to their functions almost everywhere if that function is periodic and L-2 integrable.

but what about L-3 spaces ?

what typical series are used for them ?

i havent seen this subject in sci.math before , how come ?

I need to learn more about this.

no book references plz.


regards

tommy1729
.



Relevant Pages

  • Re: L_3/2
    ... Its quite well known that fourier series converges to ... but what about L-3/2 spaces? ... no book references plz. ...
    (sci.math)
  • Re: L-3 space anyone
    ... Do you know how to find the fourier series of a non-integrable L-2 ... but what about L-3 spaces? ... no book references plz. ...
    (sci.math)
  • Re: Zero Padding in radix 2 FFT
    ... This supports my position that the DFT and the Fourier Series can not be regarded as the same thing. ... Jerry, I am not entirely sure what your position is on this specific point. ... Fourier series' coefficients by integration produce a Fourier series per se, and that /both/ computations produce the same numbers and nothing else. ... Regards, ...
    (comp.dsp)
  • Re: 4 real periods
    ... ETC (real fourier series) ... fourier series nor are its periods given in advance) ... where are the calculus experts now? ...
    (sci.math)
  • 4 real periods
    ... ETC (real fourier series) ... is not given as the sum of 4 fourier series nor are its periods given in advance) ...
    (sci.math)

Loading