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Fourier analysis / Convolution / Discrete Fourier transform / Multidimensional discrete convolution / Fourier transform / Circular convolution / Fourier series / Spectral method / Discrete Hartley transform / SchnhageStrassen algorithm
Date: 2016-02-21 19:03:42
Fourier analysis
Convolution
Discrete Fourier transform
Multidimensional discrete convolution
Fourier transform
Circular convolution
Fourier series
Spectral method
Discrete Hartley transform
SchnhageStrassen algorithm

EFFICIENT DEALIASED CONVOLUTIONS WITHOUT PADDING∗ JOHN C. BOWMAN† AND MALCOLM ROBERTS† SIAM J. Sci. Comput., 33:1, Abstract. Algorithms are developed for calculating dealiased linear convolution sums

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Recent	
  Developments	
  in	
  the	
   Sparse	
  Fourier	
  Transform	
   Piotr	
  Indyk	
   MIT	
   Joint	
  work	
  with	
  Fadel	
  Adib,	
  Badih	
  Ghazi,	
  Haitham	
  Hassanieh,	
  Michael	
  

Recent  Developments  in  the   Sparse  Fourier  Transform   Piotr  Indyk   MIT   Joint  work  with  Fadel  Adib,  Badih  Ghazi,  Haitham  Hassanieh,  Michael  

DocID: 12MCW - View Document