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Time-frequency signal analysis based on the windowed fractional Fourier transform.

, , and . Signal Process., 83 (11): 2459-2468 (2003)

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Properties of eigenfunctions of canonical integral transform., and . NSIP, page 585-587. Bogaziçi University Printhouse, (1999)Wigner Distribution Moments Measured as Intensity Moments in Separable First-Order Optical Systems., and . EURASIP J. Adv. Signal Process., 2005 (10): 1535-1540 (2005)On the non-separable discrete Gabor signal expansion and the Zak transform., and . ISSPA, page 263-266. IEEE, (1999)Classification of the linear canonical transformation and its associated real symplectic matrix., and . ISSPA, page 1-4. IEEE, (2007)Comment on "The T-class of time-frequency distributions: Time-only kernels with amplitude estimation".. J. Frankl. Inst., 348 (9): 2670-2673 (2011)Signal reconstruction from two close fractional Fourier power spectra., , and . IEEE Trans. Signal Process., 51 (1): 112-123 (2003)Noise analysis in Toeplitz and Hankel kernels for estimating time-varying spectra., and . ISSPA, page 335-338. IEEE, (2001)Rotation-type input-output-relationships for Wigner distribution moments in fractional Fourier transform systems., and . EUSIPCO, page 1-4. IEEE, (2002)Implementations of non-separable Gabor schemes., and . EUSIPCO, page 1565-1568. IEEE, (2004)Gabor's signal expansion and a modified Zak transform for a quincunx-type sampling geometry., and . ISSPA, page 259-262. IEEE, (1999)