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Results: 1-25 | 26-45
Results: 1-25/45
SYNTHESIS OF GENERAL LINEAR-SYSTEMS WITH REPEATED FILTERING IN CONSECUTIVE FRACTIONAL FOURIER DOMAINS
Authors: ERDEN MF OZAKTAS HM
Citation: Mf. Erden et Hm. Ozaktas, SYNTHESIS OF GENERAL LINEAR-SYSTEMS WITH REPEATED FILTERING IN CONSECUTIVE FRACTIONAL FOURIER DOMAINS, Journal of the Optical Society of America. A, Optics, image science,and vision., 15(6), 1998, pp. 1647-1657
OPTIMAL IMAGE-RESTORATION WITH THE FRACTIONAL FOURIER-TRANSFORM
Authors: KUTAY MA OZAKTAS HM
Citation: Ma. Kutay et Hm. Ozaktas, OPTIMAL IMAGE-RESTORATION WITH THE FRACTIONAL FOURIER-TRANSFORM, Journal of the Optical Society of America. A, Optics, image science,and vision., 15(4), 1998, pp. 825-833
SPACE-BANDWIDTH-EFFICIENT REALIZATIONS OF LINEAR-SYSTEMS
Authors: KUTAY MA ERDEN MF OZAKTAS HM ARIKAN O GULERYUZ O CANDAN C
Citation: Ma. Kutay et al., SPACE-BANDWIDTH-EFFICIENT REALIZATIONS OF LINEAR-SYSTEMS, Optics letters, 23(14), 1998, pp. 1069-1071
NONSEPARABLE 2-DIMENSIONAL FRACTIONAL FOURIER-TRANSFORM
Authors: SAHIN A KUTAY MA OZAKTAS HM
Citation: A. Sahin et al., NONSEPARABLE 2-DIMENSIONAL FRACTIONAL FOURIER-TRANSFORM, Applied optics, 37(23), 1998, pp. 5444-5453
OPTICAL IMPLEMENTATIONS OF 2-DIMENSIONAL FRACTIONAL FOURIER-TRANSFORMS AND LINEAR CANONICAL TRANSFORMS WITH ARBITRARY PARAMETERS
Authors: SAHIN A OZAKTAS HM MENDLOVIC D
Citation: A. Sahin et al., OPTICAL IMPLEMENTATIONS OF 2-DIMENSIONAL FRACTIONAL FOURIER-TRANSFORMS AND LINEAR CANONICAL TRANSFORMS WITH ARBITRARY PARAMETERS, Applied optics, 37(11), 1998, pp. 2130-2141
ACCUMULATED GOUY PHASE-SHIFT IN GAUSSIAN-BEAM PROPAGATION THROUGH FIRST-ORDER OPTICAL-SYSTEMS
Authors: ERDEN MF OZAKTAS HM
Citation: Mf. Erden et Hm. Ozaktas, ACCUMULATED GOUY PHASE-SHIFT IN GAUSSIAN-BEAM PROPAGATION THROUGH FIRST-ORDER OPTICAL-SYSTEMS, Journal of the Optical Society of America. A, Optics, image science,and vision., 14(9), 1997, pp. 2190-2194
EXTENSIONS TO COMMON LAPLACE AND FOURIER-TRANSFORMS
Authors: ONURAL L ERDEN MF OZAKTAS HM
Citation: L. Onural et al., EXTENSIONS TO COMMON LAPLACE AND FOURIER-TRANSFORMS, IEEE signal processing letters, 4(11), 1997, pp. 310-312
OPTIMAL FILTERING IN FRACTIONAL FOURIER DOMAINS
Authors: KUTAY MA OZAKTAS HM ARIKAN O ONURAL L
Citation: Ma. Kutay et al., OPTIMAL FILTERING IN FRACTIONAL FOURIER DOMAINS, IEEE transactions on signal processing, 45(5), 1997, pp. 1129-1143
LIMIT TO THE BIT-RATE CAPACITY OF ELECTRICAL INTERCONNECTS FROM THE ASPECT RATIO OF THE SYSTEM ARCHITECTURE
Authors: MILLER DAB OZAKTAS HM
Citation: Dab. Miller et Hm. Ozaktas, LIMIT TO THE BIT-RATE CAPACITY OF ELECTRICAL INTERCONNECTS FROM THE ASPECT RATIO OF THE SYSTEM ARCHITECTURE, Journal of parallel and distributed computing, 41(1), 1997, pp. 42-52
RELATIONSHIPS AMONG RAY OPTICAL, GAUSSIAN-BEAM, AND FRACTIONAL FOURIER-TRANSFORM DESCRIPTIONS OF FIRST-ORDER OPTICAL-SYSTEMS
Authors: OZAKTAS HM ERDEN MF
Citation: Hm. Ozaktas et Mf. Erden, RELATIONSHIPS AMONG RAY OPTICAL, GAUSSIAN-BEAM, AND FRACTIONAL FOURIER-TRANSFORM DESCRIPTIONS OF FIRST-ORDER OPTICAL-SYSTEMS, Optics communications, 143(1-3), 1997, pp. 75-86
DESIGN OF DYNAMICALLY ADJUSTABLE ANAMORPHIC FRACTIONAL FOURIER TRANSFORMER
Authors: ERDEN MF OZAKTAS HM SAHIN A MENDLOVIC D
Citation: Mf. Erden et al., DESIGN OF DYNAMICALLY ADJUSTABLE ANAMORPHIC FRACTIONAL FOURIER TRANSFORMER, Optics communications, 136(1-2), 1997, pp. 52-60
OPTIMAL FILTERING WITH LINEAR CANONICAL-TRANSFORMATIONS
Authors: BARSHAN B KUTAY MA OZAKTAS HM
Citation: B. Barshan et al., OPTIMAL FILTERING WITH LINEAR CANONICAL-TRANSFORMATIONS, Optics communications, 135(1-3), 1997, pp. 32-36
TOWARD AN OPTIMAL FOUNDATION ARCHITECTURE FOR OPTOELECTRONIC COMPUTING .1. REGULARLY INTERCONNECTED DEVICE PLANES
Authors: OZAKTAS HM
Citation: Hm. Ozaktas, TOWARD AN OPTIMAL FOUNDATION ARCHITECTURE FOR OPTOELECTRONIC COMPUTING .1. REGULARLY INTERCONNECTED DEVICE PLANES, Applied optics, 36(23), 1997, pp. 5682-5696
TOWARD AN OPTIMAL FOUNDATION ARCHITECTURE FOR OPTOELECTRONIC COMPUTING .2. PHYSICAL CONSTRUCTION AND APPLICATION PLATFORMS
Authors: OZAKTAS HM
Citation: Hm. Ozaktas, TOWARD AN OPTIMAL FOUNDATION ARCHITECTURE FOR OPTOELECTRONIC COMPUTING .2. PHYSICAL CONSTRUCTION AND APPLICATION PLATFORMS, Applied optics, 36(23), 1997, pp. 5697-5705
PROPAGATION OF MUTUAL INTENSITY EXPRESSED IN TERMS OF THE FRACTIONAL FOURIER-TRANSFORM
Authors: ERDEN MF OZAKTAS HM MENDLOVIC D
Citation: Mf. Erden et al., PROPAGATION OF MUTUAL INTENSITY EXPRESSED IN TERMS OF THE FRACTIONAL FOURIER-TRANSFORM, Journal of the Optical Society of America. A, Optics, image science,and vision., 13(5), 1996, pp. 1068-1071
EFFECT OF FRACTIONAL FOURIER TRANSFORMATION ON TIME-FREQUENCY DISTRIBUTIONS BELONGING TO THE COHEN CLASS
Authors: OZAKTAS HM ERKAYA N KUTAY MA
Citation: Hm. Ozaktas et al., EFFECT OF FRACTIONAL FOURIER TRANSFORMATION ON TIME-FREQUENCY DISTRIBUTIONS BELONGING TO THE COHEN CLASS, IEEE signal processing letters, 3(2), 1996, pp. 40-41
DIGITAL COMPUTATION OF THE FRACTIONAL FOURIER-TRANSFORM
Authors: OZAKTAS HM ANKAN O KUTAY MA BOZDAGI G
Citation: Hm. Ozaktas et al., DIGITAL COMPUTATION OF THE FRACTIONAL FOURIER-TRANSFORM, IEEE transactions on signal processing, 44(9), 1996, pp. 2141-2150
REPEATED FRACTIONAL FOURIER DOMAIN FILTERING IS EQUIVALENT TO REPEATED TIME AND FREQUENCY-DOMAIN FILTERING
Authors: OZAKTAS HM
Citation: Hm. Ozaktas, REPEATED FRACTIONAL FOURIER DOMAIN FILTERING IS EQUIVALENT TO REPEATED TIME AND FREQUENCY-DOMAIN FILTERING, Signal processing, 54(1), 1996, pp. 81-84
TIME-VARIANT LINEAR PULSE PROCESSING
Authors: OZAKTAS HM NUSS MC
Citation: Hm. Ozaktas et Mc. Nuss, TIME-VARIANT LINEAR PULSE PROCESSING, Optics communications, 131(1-3), 1996, pp. 114-118
SYNTHESIS OF MUTUAL INTENSITY DISTRIBUTIONS USING THE FRACTIONAL FOURIER-TRANSFORM
Authors: ERDEN MF OZAKTAS HM MENDLOVIC D
Citation: Mf. Erden et al., SYNTHESIS OF MUTUAL INTENSITY DISTRIBUTIONS USING THE FRACTIONAL FOURIER-TRANSFORM, Optics communications, 125(4-6), 1996, pp. 288-301
DIGITAL FOURIER OPTICS
Authors: OZAKTAS HM MILLER DAB
Citation: Hm. Ozaktas et Dab. Miller, DIGITAL FOURIER OPTICS, Applied optics, 35(8), 1996, pp. 1212-1219
EVERY FOURIER OPTICAL-SYSTEM IS EQUIVALENT TO CONSECUTIVE FRACTIONAL-FOURIER-DOMAIN FILTERING
Authors: OZAKTAS HM MENDLOVIC D
Citation: Hm. Ozaktas et D. Mendlovic, EVERY FOURIER OPTICAL-SYSTEM IS EQUIVALENT TO CONSECUTIVE FRACTIONAL-FOURIER-DOMAIN FILTERING, Applied optics, 35(17), 1996, pp. 3167-3170
FRACTIONAL FOURIER OPTICS
Authors: OZAKTAS HM MENDLOVIC D
Citation: Hm. Ozaktas et D. Mendlovic, FRACTIONAL FOURIER OPTICS, Journal of the Optical Society of America. A, Optics, image science,and vision., 12(4), 1995, pp. 743-751
FRACTIONAL FOURIER DOMAINS
Authors: OZAKTAS HM AYTUR O
Citation: Hm. Ozaktas et O. Aytur, FRACTIONAL FOURIER DOMAINS, Signal processing, 46(1), 1995, pp. 119-124
OPTICAL IMPLEMENTATION OF THE 2-DIMENSIONAL FRACTIONAL FOURIER-TRANSFORM WITH DIFFERENT ORDERS IN THE 2 DIMENSIONS
Authors: SAHIN A OZAKTAS HM MENDLOVIC D
Citation: A. Sahin et al., OPTICAL IMPLEMENTATION OF THE 2-DIMENSIONAL FRACTIONAL FOURIER-TRANSFORM WITH DIFFERENT ORDERS IN THE 2 DIMENSIONS, Optics communications, 120(3-4), 1995, pp. 134-138
Risultati: 1-25 | 26-45