Nonlinear Complex-Valued Extensions of Hebbian Learning: An Essay
Neural Computation
Fixed-point neural independent component analysis algorithms on the orthogonal group
Future Generation Computer Systems
A maximum entropy approach for blind deconvolution
Signal Processing - Fractional calculus applications in signals and systems
Learning independent components on the orthogonal group of matrices by retractions
Neural Processing Letters
On vector averaging over the unit hypersphere
Digital Signal Processing
Fixed-point neural independent component analysis algorithms on the orthogonal group
Future Generation Computer Systems
An algorithm to compute averages on matrix Lie groups
IEEE Transactions on Signal Processing
Blind image deconvolution using a banded matrix method
Numerical Algorithms
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The aim of this letter is to introduce a new blind-deconvolution algorithm based on fixed-point optimization of a "Bussgang"-type cost function. The cost function relies on approximate Bayesian estimation achieved by an adaptive neuron. The main feature of the presented algorithm is fast convergence that guarantees good deconvolution performances with limited computational demand as compared with algorithms of the same class.