Citation: H. Bolcskei et F. Hlawatsch, OVERSAMPLED COSINE-MODULATED FILTER BANKS WITH PERFECT RECONSTRUCTION, IEEE transactions on circuits and systems. 2, Analog and digital signal processing, 45(8), 1998, pp. 1057-1071
Authors:
PAPANDREOUSUPPAPPOLA A
HLAWATSCH F
BOUDREAUXBARTELS GF
Citation: A. Papandreousuppappola et al., QUADRATIC TIME-FREQUENCY REPRESENTATIONS WITH SCALE COVARIANCE AND GENERALIZED TIME-SHIFT COVARIANCE - A UNIFIED FRAMEWORK FOR THE AFFINE, HYPERBOLIC, AND POWER CLASSES, Digital signal processing, 8(1), 1998, pp. 3-48
Citation: G. Matz et F. Hlawatsch, TIME-FREQUENCY TRANSFER-FUNCTION CALCULUS (SYMBOLIC-CALCULUS) OF LINEAR TIME-VARYING SYSTEMS (LINEAR-OPERATORS) BASED ON A GENERALIZED UNDERSPREAD THEORY, Journal of mathematical physics, 39(8), 1998, pp. 4041-4070
Citation: G. Matz et al., GENERALIZED EVOLUTIONARY SPECTRAL-ANALYSIS AND THE WEYL SPECTRUM OF NONSTATIONARY RANDOM-PROCESSES, IEEE transactions on signal processing, 45(6), 1997, pp. 1520-1534
Citation: H. Bolcskei et F. Hlawatsch, DISCRETE ZAK TRANSFORMS, POLYPHASE TRANSFORMS, AND APPLICATIONS, IEEE transactions on signal processing, 45(4), 1997, pp. 851-866
Authors:
HLAWATSCH F
PAPANDREOUSUPPAPPOLA A
BOUDREAUXBARTELS GF
Citation: F. Hlawatsch et al., THE HYPERBOLIC CLASS OF QUADRATIC TIME-FREQUENCY REPRESENTATIONS .2. SUBCLASSES, INTERSECTION WITH THE AFFINE AND POWER CLASSES, REGULARITY, AND UNITARITY, IEEE transactions on signal processing, 45(2), 1997, pp. 303-315
Citation: F. Hlawatsch et H. Bolcskei, COVARIANT TIME-FREQUENCY DISTRIBUTIONS BASED ON CONJUGATE OPERATORS, IEEE signal processing letters, 3(2), 1996, pp. 44-46
Authors:
HLAWATSCH F
MANICKAM TG
URBANKE RL
JONES W
Citation: F. Hlawatsch et al., SMOOTHED PSEUDO-WIGNER DISTRIBUTION, CHOI-WILLIAMS DISTRIBUTION, AND CONE-KERNEL REPRESENTATION - AMBIGUITY-DOMAIN ANALYSIS AND EXPERIMENTAL COMPARISON, Signal processing, 43(2), 1995, pp. 149-168
Citation: F. Hlawatsch et W. Kozek, 2ND-ORDER TIME-FREQUENCY SYNTHESIS OF NONSTATIONARY RANDOM-PROCESSES, IEEE transactions on information theory, 41(1), 1995, pp. 255-267
Citation: F. Hlawatsch et al., TIME-FREQUENCY SIGNAL SYNTHESIS WITH TIME-FREQUENCY EXTRAPOLATION ANDDONT-CARE REGIONS, IEEE transactions on signal processing, 42(9), 1994, pp. 2513-2520
Citation: F. Hlawatsch et Rl. Urbanke, BILINEAR TIME-FREQUENCY REPRESENTATIONS OF SIGNALS - THE SHIFT-SCALE INVARIANT CLASS, IEEE transactions on signal processing, 42(2), 1994, pp. 357-366
Citation: F. Hlawatsch et W. Kozek, TIME-FREQUENCY PROJECTION FILTERS AND TIME-FREQUENCY SIGNAL EXPANSIONS, IEEE transactions on signal processing, 42(12), 1994, pp. 3321-3334
Authors:
PAPANDREOU A
HLAWATSCH F
BOUDREAUXBARTELS GF
Citation: A. Papandreou et al., THE HYPERBOLIC CLASS OF QUADRATIC TIME-FREQUENCY REPRESENTATIONS .1. CONSTANT-Q WARPING, THE HYPERBOLIC PARADIGM, PROPERTIES, AND MEMBERS, IEEE transactions on signal processing, 41(12), 1993, pp. 3425-3444