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cosh weighting function (3) 3
kaiser weighting function (3) 3
linear array coefficients (3) 3
antennas (2) 2
attenuation (2) 2
rectangular antenna array (2) 2
ripples (2) 2
sidelobes (2) 2
signal processing (2) 2
weighting functions (2) 2
adaptive arrays (1) 1
adjustable (1) 1
amplitudes (1) 1
analysis (1) 1
antenna arrays (1) 1
banks (1) 1
biomedical imaging (1) 1
conferences (1) 1
cosh window (1) 1
decision support systems (1) 1
design and construction (1) 1
design engineering (1) 1
digital filters (1) 1
distortion (1) 1
dolph-chebyshev (1) 1
electronic systems, control and artificial intelligence (1) 1
engineering, electrical & electronic (1) 1
exponential (1) 1
exponential weighting function (1) 1
exponential window (1) 1
factor (1) 1
filter bank (1) 1
fourier analysis (1) 1
hamming window (1) 1
harmonic analysis (1) 1
hyperbolic cosine weighting function (1) 1
impedance (1) 1
kaiser window (1) 1
laser-beams (1) 1
linear antenna arrays (1) 1
linear arrays (1) 1
lobes (1) 1
m-2 factor (1) 1
m2 factor (1) 1
mathieu function (1) 1
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nichtrekursives filter (1) 1
optics (1) 1
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partially coherent cosh- gaussian beam (1) 1
partially coherent cosh-gaussian beam (1) 1
prolate window (1) 1
propagation (1) 1
qmf (1) 1
radar antennas (1) 1
schell-model beams (1) 1
shape (1) 1
simulation (1) 1
spectra (1) 1
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2016 17th International Symposium on Antenna Technology and Applied Electromagnetics (ANTEM), 07/2016, pp. 1 - 6
In this paper a different class of flexible exponential weighting functions is proposed based on minimizing the sidelobes by definition of a nonconvex problem.... 
Decision support systems | Cosh weighting function | Exponential weighting function | Kaiser weighting function | Linear array coefficients | Rectangular antenna array | Parameters | Simulation | Weighting functions | Antennas | Antenna arrays | Sidelobes | Lobes
Conference Proceeding
2016 IEEE International Symposium on Phased Array Systems and Technology (PAST), 10/2016, pp. 1 - 6
In this paper a modified class of malleable hyperbolic cosine weighting function is proposed based on decreasing the sidelobes by defining a nonconvex problem.... 
Cosh weighting function | Kaiser weighting function | Adaptive arrays | Radar antennas | Hyperbolic cosine weighting function | Linear antenna arrays | Impedance | Microstrip | Biomedical imaging | Linear array coefficients | Rectangular antenna array
Conference Proceeding
2015 6th International Conference on Computing, Communication and Networking Technologies (ICCCNT), 07/2015, pp. 1 - 6
In this paper we propose a novel class of adjustable modified Kaiser weighting functions based on minimizing the sidelobes by definition of a nonconvex... 
Cosh weighting function | Kaiser weighting function | Shape | Weighting function | Linear array coefficients | Conferences | Ripples | Attenuation | Linear arrays | Adjustable | Weighting functions | Antennas | Sidelobes
Conference Proceeding
CIRCUITS SYSTEMS AND SIGNAL PROCESSING, ISSN 0278-081X, 06/2019, Volume 38, Issue 6, pp. 2736 - 2766
Two new windows for signal processing are introduced in this work. The windows are based on radial Mathieu functions and their performance is compared with... 
Mathieu windows | Cosh window | Exponential window | Mathieu functions | Kaiser window | Prolate window | Hamming window | Spectral analysis | ENGINEERING, ELECTRICAL & ELECTRONIC | Signal processing | Fourier analysis | Harmonic analysis | Mathieu function
Journal Article
International Journal of Signal and Imaging Systems Engineering, ISSN 1748-0698, 2014, Volume 7, Issue 2, pp. 126 - 133
In this paper, an improved Dolph-Chebyshev window is developed for designing M-channel cosine-modulated pseudo QMF banks. The Dolph-Chebyshev window is... 
Modified Cosh | Exponential | Filter bank | QMF | Dolph-Chebyshev | Modified Kaiser | Design engineering | Windows (intervals) | Amplitudes | Banks | Ripples | Distortion | Attenuation | Spectra
Journal Article
Optik - International Journal for Light and Electron Optics, ISSN 0030-4026, 2003, Volume 114, Issue 10, pp. 441 - 444
By using the intensity-based modal analysis method, closed-form expressions for the mode coefficients and factor of partially coherent cosh-Gaussian (ChG)... 
Modal decomposition | M2 factor | partially coherent cosh- Gaussian (ChG) beam | mode coefficient | Mode coefficient | factor | Partially coherent cosh-Gaussian (ChG) beam | SCHELL-MODEL BEAMS | partially coherent cosh-Gaussian (ChG) beam | LASER-BEAMS | M-2 factor | OPTICS | modal decomposition | PROPAGATION
Journal Article
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