Mathematics in signal processing V : based on the proceedings of a conference on mathematics in signal processing, organized by the Institute of Mathematics and its Applications and held at the University of Warwick in December 2000

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Bibliographic Information

Mathematics in signal processing V : based on the proceedings of a conference on mathematics in signal processing, organized by the Institute of Mathematics and its Applications and held at the University of Warwick in December 2000

edited by J.G. McWhirter and I.K. Proudler

(The Institute of Mathematics and its Applications conference series, new ser., 71)

Clarendon Press, 2002

Available at  / 3 libraries

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Includes bibliographical references

Description and Table of Contents

Description

This is a collection of papers from the IMA conference on Mathematics in Signal Processing. Signal processing is an important industrial area for the application of mathematical concepts - it has recently been fuelled by developments in mobile communications, multimedia systems and digital TV. This collection of papers presents a good coverage of current activity on this subject worldwide and is of interest to those in industry carrying out research into signal processing for communications, sonar, radar, navigation and biomedical applications, and to academic mathematicians identifying new mathematical problems.

Table of Contents

  • 1. Tensor Decompositions: State of the ART and Applications
  • 2. Blind Deconvolution and Source Separation
  • 3. An Algebraic Algorithm for Independent Component Analysis with More Sources than Sensors
  • 4. Quasi-Newton Cross-Correlation and Constant Modulus Adaptive Algorithm for Space-Time Blind Equalization
  • 5. Audio Source Separation
  • 6. Approximate Joint Diagonalization Based on the Cayley Transform
  • 7. An Adaptive Blind CMOE-CMA Receiver for DS-CDMA Systems
  • 8. Statistics of Impulse Noise in xDSL
  • 9. Nonlinear Thoughts about Linear Signal Processing
  • 10. An Application of the Maximum Noise Fraction Method to Filtering Noisy Time Series
  • 11. Applications of Chaotic Dynamical Systems and Ergodic Theory to Spread Spectrum Sequences Design
  • 12. On the Dynamics of Some Nonhyperbolic Area-preserving Piecewise Linear Maps
  • 13. Nonlinear System Identification of a Broadband Subscriber Line Interface Circuitry using the Volterra Approach
  • 14. Importance Sampling Simulation and Multiple-Hyperplane Realization of the Bayesian Decision Feedback Equalizer
  • 15. Accumulated Evidence and Dimensionality Reduction
  • 16. Information Geometric Approaches to Acoustic Signal Classification
  • 17. Using Stochastic Vector Quantizers to Characterize Signal and Noise Subspaces
  • 18. Multiresolution Gaussian Mixtures for Image Analysis
  • 19. Mathematics in Biomedical Signal Processing
  • 20. Automatic Frequency Correction for Quantification of Magnetic Resonance Spectroscopic Images
  • 21. Time-frequency and Time Scale Analysis of Embolic Signals
  • 22. Instantaneous Frequency Estimation of Quadratic FM Signals Corrupted by Multiplicative and Additive Noise
  • 23. Analysis and Fast Implementation of Oversampled Modulated Filter Banks
  • 24. Exponential Decomposition and Hankel Matrix
  • 25. A Robustness Property of Algorithms Using Second-Order Statistics
  • 26. Bias/Variance Trade-Offs in Direction of Arrival Estimation Using Sensor Arrays
  • 27. Robustness of Narrowband DOA Algorithms with Respect to Signal Bandwidth
  • 28. A Mathematical Representation and Comparison of Detectors for Wireless Communication using Multiple Antennas
  • 29. Likelihood Ratio Methods for Underwater Acoustics Signal Detection
  • 30. Solution of The General Harmonic Estimation Problem (High-Resolution Sinusoid Parameter Estimation)

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Details

  • NCID
    BA59240461
  • ISBN
    • 0198507348
  • Country Code
    uk
  • Title Language Code
    eng
  • Text Language Code
    eng
  • Place of Publication
    Oxford
  • Pages/Volumes
    xvi, 360 p
  • Size
    25 cm
  • Parent Bibliography ID
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