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Results 1 to 25 of 54151

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Fast mixed-radix real Fourier transformsTEMPERTON, C.Journal of computational physics (Print). 1983, Vol 52, Num 2, pp 340-350, issn 0021-9991Article

Improved method for the discrete fast Fourier transformSORELLA, S; GHOSH, S. K.Review of scientific instruments. 1984, Vol 55, Num 8, pp 1348-1352, issn 0034-6748Article

A method for the discrete fractional Fourier transform computationYEH, Min-Hung; PEI, Soo-Chang.IEEE transactions on signal processing. 2003, Vol 51, Num 3, pp 889-891, issn 1053-587X, 3 p.Article

The discrete fractional random cosine and sine transformsZHENGJUN LIU; QING GUO; SHUTIAN LIU et al.Optics communications. 2006, Vol 265, Num 1, pp 100-105, issn 0030-4018, 6 p.Article

Fast computation of zoom-DFT via the Walsh transformKESKIN, A. U.International journal of electronics. 1984, Vol 56, Num 5, pp 741-744, issn 0020-7217Article

FASTF: fast Fourier transform with arbitrary factorsGARCIA-TORANO, E.Computer physics communications. 1983, Vol 30, Num 4, pp 397-402, issn 0010-4655Article

Unified fractional Fourier transform and sampling theoremERSEGHE, T; KRANIAUSKAS, P; CARIOLARO, G et al.IEEE transactions on signal processing. 1999, Vol 47, Num 12, pp 3419-3423, issn 1053-587XArticle


Tunable fractional-order Fourier transformerMALYUTIN, A. A.Quantum electronics (Woodbury). 2006, Vol 36, Num 1, pp 79-83, issn 1063-7818, 5 p.Article

Comments on the complete generalized fractional Fourier transformLIYING ZHENG; DAMING SHI.Optics communications. 2010, Vol 283, Num 6, pp 917-919, issn 0030-4018, 3 p.Article

On uncertainty principles in the finite dimensional settingGHOBBER, Saifallah; JAMING, Philippe.Linear algebra and its applications. 2011, Vol 435, Num 4, pp 751-768, issn 0024-3795, 18 p.Article

A flexible calculation on improved Fourier transform profilometryXIANFU MAO; XIANYU SU; WENJING CHEN et al.Optik (Stuttgart). 2010, Vol 121, Num 22, pp 2023-2027, issn 0030-4026, 5 p.Article

DIFFT : A Fast and Accurate Algorithm for Fourier Transform Integrals of Discontinuous FunctionsYANHUI LIU; ZAIPING NIE; QING HUO LIU et al.IEEE microwave and wireless components letters. 2008, Vol 18, Num 11, pp 716-718, issn 1531-1309, 3 p.Article

Fractional discrete q-Fourier transformsMUNOZ, Carlos A; RUEDA-PAZ, J; WOLF, Kurt Bernardo et al.Journal of physics. A, Mathematical and theoretical (Print). 2009, Vol 42, Num 35, issn 1751-8113, 355212.1-355212.12Article

Compact implementation of Fourier transform two-dimensional IR spectroscopy without phase ambiguityHELBING, Jan; HAMM, Peter.Journal of the Optical Society of America. B, Optical physics (Print). 2011, Vol 28, Num 1, pp 171-178, issn 0740-3224, 8 p.Article

Operational and convolution properties of three-dimensional Fourier transforms in spherical polar coordinatesBADDOUR, Natalie.Journal of the Optical Society of America. A, Optics, image science, and vision (Print). 2010, Vol 27, Num 10, pp 2144-2155, issn 1084-7529, 12 p.Article

Efficient DFT architectures based upon symmetriesERSEGHE, Tomaso; CARIOLARO, Gianfranco.IEEE transactions on signal processing. 2006, Vol 54, Num 10, pp 3829-3838, issn 1053-587X, 10 p.Article

On the structure of efficient DFT algorithmsJOHNSON, H. W; BURRUS, C. S.IEEE transactions on acoustics, speech, and signal processing. 1985, Vol 33, Num 1, pp 248-254, issn 0096-3518Article

Efficient analysis of dynamic response of linear systems = Analyse efficace de la réponse dynamique des systèmes linéairesVELETSOS, A. S; VENTURA, C. E.Earthquake engineering & structural dynamics. 1984, Vol 12, Num 4, pp 521-536, issn 0098-8847Article

Estimation of truncation and aliasing errors involved in DFT computationISHII, R; WAKAMOTO, M.Electronics Letters. 1983, Vol 19, Num 19, pp 770-772, issn 0013-5194Article

Rotation-invariant color pattern recognition based on the joint fractional Fourier transform correlatorYUPEI ZHANG; WEIMIN JIN.Proceedings of SPIE, the International Society for Optical Engineering. 2007, pp 683707.1-683707.11, issn 0277-786X, isbn 978-0-8194-7012-6, 1VolConference Paper

The FFT and other methods of discrete Fourier analysisKABAY, S.IEE control engineering series. 1990, Vol 42, pp 65-77, issn 0262-1797Article

Recursive cyclotomic factorization ― a new algorithm for calculating the discrete Fourier transformMARTENS, J.-B.IEEE transactions on acoustics, speech, and signal processing. 1984, Vol 32, Num 4, pp 750-761, issn 0096-3518Article

Transformées rapides, journée d'études, Issy-les-Moulineaux, 8 octobre 1984 = Fast transformation, Congress, Issy-les-Moulineaux, October 8, 1984Transformées rapides. Journée d'études. 1984, 8 fascConference Proceedings

Fast Fourier transform algorithm using Fermat number transformMORIKAWA, Y; HAMADA, H; YAMANE, N et al.Systems, computers, controls. 1982, Vol 13, Num 4, pp 12-21, issn 0096-8765Article

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