activity
20162026
most citedMatrix Spectral Factorization for SA4 Multiwavelet

6 citations · 11 across the 3 of their papers we have counts for

collaborators

6 papers

cs.CV2026

New Orthogonal Multiwavelet Filters Derived by Matrix Spectral Factorization

Vasil Kolev, Todor Cooklev, Fritz Keinert

The paper considers the construction of two new orthogonal multiwavelets with supercompact support by using the Fast Bauer's method for matrix spectral factorization on the matrix…

math.NA2023★ 1 cited

Bauer's Spectral Factorization Method for Low Order Multiwavelet Filter Design

Vasil Kolev, Todor Cooklev, Fritz Keinert

Para-Hermitian polynomial matrices obtained by matrix spectral factorization lead to functions useful in control theory systems, basis functions in numerical methods or multiscalin…

cs.CV2019★ 4 cited

Design of a Simple Orthogonal Multiwavelet Filter by Matrix Spectral Factorization

Vasil Kolev, Todor Cooklev, Fritz Keinert

We consider the design of an orthogonal symmetric/antisymmetric multiwavelet from its matrix product filter by matrix spectral factorization (MSF). As a test problem, we construct…

math.NA2019★ 6 cited

Matrix Spectral Factorization for SA4 Multiwavelet

Vasil Kolev, Todor Cooklev, Fritz Keinert

In this paper, we investigate Bauer's method for the matrix spectral factorization of an r-channel matrix product filter which is a halfband autocorrelation matrix. We regularize t…

cs.MM2016

Robust Image Watermarking Using Non-Regular Wavelets

R. J. Cintra, T. V. Cooklev

An approach to watermarking digital images using non-regular wavelets is advanced. Non-regular transforms spread the energy in the transform domain. The proposed method leads at th…

cs.IT2016

A Generalized Prefix Construction for OFDM Systems Over Quasi-Static Channels

T. Cooklev, H. Dogan, R. J. Cintra +1

All practical OFDM systems require a prefix to eliminate inter-symbol interference at the receiver. Cyclic prefix (CP) and zero-padding are well-known prefix construction methods,…