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Stephan Weiss

Researcher at University of Strathclyde

Publications -  288
Citations -  3415

Stephan Weiss is an academic researcher from University of Strathclyde. The author has contributed to research in topics: Adaptive filter & Polynomial matrix. The author has an hindex of 27, co-authored 284 publications receiving 2932 citations. Previous affiliations of Stephan Weiss include University of Sheffield & University of Southampton.

Papers
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Book

Wideband Beamforming: Concepts and Techniques

TL;DR: In this paper, the authors address the fundamentals and most recent developments in the field of wideband beamforming and provide an excellent reference for all professionals working in the area of array signal processing and its applications in wireless communications.
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Design of near perfect reconstruction oversampled filter banks for subband adaptive filters

Abstract: In this brief, a design algorithm for real-valued and complex-valued oversampled filter banks which yield a low level of inband alias and enable simple subband adaptive structures is presented. The filter banks are either based on complex modulation of a real-valued low-pass prototype or on the direct or modulated setups of real-valued filter banks. If real-valued filter banks are required, then the different channels will have different subsampling ratios so that the bandpass sampling theorem is not violated. This brief also presents design examples of real-valued and complex-valued filter banks.
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Design of Frequency Invariant Beamformers for Broadband Arrays

TL;DR: In this paper, a simple method for the design of a class of arrays with frequency invariant beam patterns is proposed, which uses a series of substitutions and an n-D inverse Fourier transform to obtain the desired frequency responses of the filters following each sensor.
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Sequential Matrix Diagonalization Algorithms for Polynomial EVD of Parahermitian Matrices

TL;DR: A new iterative PEVD algorithm based on sequential matrix diagonalization (SMD) is introduced, and it is demonstrated that SMD establishes diagonalization faster and with lower order operations than existing PEVD algorithms.
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Design of FIR Paraunitary Filter Banks for Subband Coding Using a Polynomial Eigenvalue Decomposition

TL;DR: Modifications are proposed to an iterative, time-domain PEVD method, known as the sequential best rotation (SBR2) algorithm, which enables its effective application to the problem of FIR orthonormal filter bank design for efficient subband coding.