%0 Journal Article
%T Characterization of Periodic Eigenfunctions of the Fourier Transform Operator
%A Comlan de Souza
%A David W. Kammler
%J American Journal of Computational Mathematics
%P 304-312
%@ 2161-1211
%D 2013
%I Scientific Research Publishing
%R 10.4236/ajcm.2013.34040
%X <SPAN style=\"FONT-FAMILY: ; FONT-SIZE: 10pt\" ?=\"\">We generalize this result to <span style=\"line-height:17px;font-family:'} ';white-space:normal;font-size:13px;\">p<sub>1</sub>,<span style=\"line-height:17px;font-family:'} ';white-space:normal;font-size:13px;\">p<sub>2</sub></span></span></span><SPAN style=\"FONT-FAMILY: ; FONT-SIZE: 10pt\" ?=\"\"><span>-periodic eigenfunctions of F&nbsp;on <span style=\"line-height:17px;font-family:'} ';white-space:normal;font-size:13px;\">R</span><sup>2</sup> and to <span><span style=\"line-height:17px;font-family:'} ';white-space:normal;font-size:13px;\">p<sub>1</sub>,</span><span style=\"line-height:17px;font-family:'} ';white-space:normal;font-size:13px;\">p<sub>2</sub>,<span style=\"line-height:17px;font-family:'} ';white-space:normal;font-size:13px;\">p<sub>3</sub></span></span></span>-periodic eigenfunctions of F&nbsp;on R<span><span style=\"line-height:17px;font-family:'} ';white-space:normal;font-size:13px;\"><sup>3</sup></span></span>.</span></span> 
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%K Eigenfunction
%K Fourier Transform Operator
%U http://www.scirp.org/journal/PaperInformation.aspx?PaperID=39806