DocumentCode
1054902
Title
Efficient recursive relations and accurate algebraic expressions for computing extrema of (sin x/x)/sup r/
Author
Le Bihan, J.
Author_Institution
Lab. RESO, Ecole Nationale d´Ingenieurs de Brest, France
Volume
38
Issue
23
fYear
2002
Firstpage
1485
Lastpage
1486
Abstract
The locations and amplitudes of the extrema of the (sin x/x)/sup r/ function, when expressed under the form of series expansions, can be calculated very quickly through a straightforward recursion formula. Moreover, very simple accurate algebraic expressions are given for evaluating these locations and amplitudes.
Keywords
Fourier transforms; approximation theory; series (mathematics); signal processing; (sin x/x)/sup r/ function extrema; Fourier transform; accurate algebraic expressions; amplitudes; approximate algebraic expressions; efficient recursive relations; identical rectangular pulses; locations; recursion formula; series expansions; signal processing; sin x/x function extrema;
fLanguage
English
Journal_Title
Electronics Letters
Publisher
iet
ISSN
0013-5194
Type
jour
DOI
10.1049/el:20020967
Filename
1068058
Link To Document