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Entropy-based uncertainty measures for L2(Ropfn), lscr2(Zopf), and lscr2(Zopf/N Zopf) with a Hirschman optimal transform for lscr2(Zopf/N Zopf).

, , , and . IEEE Trans. Signal Process., 53 (8-1): 2690-2699 (2005)

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Entropy-based uncertainty measures for L2(Ropfn), lscr2(Zopf), and lscr2(Zopf/N Zopf) with a Hirschman optimal transform for lscr2(Zopf/N Zopf)., , , and . IEEE Trans. Signal Process., 53 (8-1): 2690-2699 (2005)Resolution in time-frequency., , and . IEEE Trans. Signal Process., 47 (3): 783-788 (1999)Improved method for correction of systematic bias introduced by the sub-voxel image registration process in functional magnetic resonance imaging (fMRI)., , , , and . Medical Imaging: Image Processing, volume 6144 of SPIE Proceedings, page 61440U. SPIE, (2006)Reply to "Comments on 'Resolution in time-frequency'"., , and . IEEE Trans. Signal Process., 48 (12): 3586-3587 (2000)Analysis in a finite time-frequency plane., , and . IEEE Trans. Signal Process., 48 (6): 1831-1832 (2000)A Preliminary Case for Hirschman Transform Video Coding., , , , and . SSIAI, page 104-107. IEEE, (2020)The optimal transform for the discrete Hirschman uncertainty principle., , and . IEEE Trans. Inf. Theory, 47 (5): 2086-2090 (2001)Using a new uncertainty measure to determine optimal bases for signal representations., , and . ICASSP, page 1365-1368. IEEE Computer Society, (1999)The optimal solutions to the continuous and discrete-time versions of the Hirschman uncertainty principle., , , and . ICASSP, page 81-84. IEEE, (2000)