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Improved approach for the maximum entropy deconvolution problem
Shay Shlisel,
Monika Pinchas
Department of Electrical and Electronics Engineering
Research output
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Contribution to journal
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Article
›
peer-review
3
Scopus citations
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Dive into the research topics of 'Improved approach for the maximum entropy deconvolution problem'. Together they form a unique fingerprint.
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Keyphrases
Probability Density Function
100%
Maximum Entropy
100%
Deconvolution Problem
100%
Improved Approach
100%
Noise Probability
85%
Convolutional
71%
Equalization Techniques
42%
Edgeworth Expansion
42%
Convergence Time
28%
16QAM
28%
Maximum Entropy Method
28%
Maximum Entropy Density
28%
Density Function
28%
Performance Improvement
14%
Inter-symbol Interference
14%
Deconvolution Process
14%
Output Sequence
14%
Deconvolutional
14%
Blind Deconvolution
14%
Approximation Techniques
14%
Function Approach
14%
Generalized Gaussian Density
14%
Gaussian Density Function
14%
Reliable Decision
14%
Engineering
Deconvolution
100%
Maximum Entropy
100%
Probability Density Function
100%
Edgeworth Expansion
42%
Gaussians
28%
Convergence Time
28%
Quadrature Amplitude Modulation
28%
Intersymbol Interference
14%
Simulation Result
14%
Input Case
14%
Output Sequence
14%
Performance Improvement
14%
Gaussian Case
14%
Mathematics
Maximum Entropy
100%
Probability Density Function
100%
Gaussian Distribution
42%
Edgeworth Expansion
42%
Density Function
42%
Entropy Density
28%
Residuals
14%
Approximation Technique
14%
Output Sequence
14%
Computer Science
Maximum Entropy
100%
Probability Density Function
100%
Density Function
42%
Equalization Performance
28%
Quadrature Amplitude Modulation
28%
Entropy Density
28%
Approximation Technique
14%
Performance Improvement
14%
Output Sequence
14%
Intersymbol Interference
14%
Biochemistry, Genetics and Molecular Biology
Gaussian Distribution
100%
Amplitude Modulation
66%
Material Science
Density
100%