Mathematical models and methods for real world systems /

MATHEMATICS FOR TECHNOLOGYMathematics as a Technology-Challenges for the Next Ten YearsH. NeunzertIndustrial Mathematics-What Is It?N.G. BartonMathematical Models and Algorithms for Type-II SuperconductorsK. M. Furati and A.H. SiddiqiWAVELET METHODS FOR REAL-WORLD PROBLEMSWavelet Frames and Multires...

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Bibliographic Details
Corporate Author: Taylor & Francis
Other Authors: Siddiqi, A. H., Nashed, M. Zuhair, Furati, K. M.
Format: eBook
Language:English
Published: Boca Raton : Chapman & Hall/CRC, 2006.
Series:Monographs and textbooks in pure and applied mathematics ; 272.
Subjects:
Online Access:Connect to the full text of this electronic book
Table of Contents:
  • COVER; TITLE; COPYRIGHT; CONTENTS; PREFACE; CONTRIBUTING AUTHORS; Part I: Mathematics for Technology; Chapter 1: MATHEMATICS AS A TECHNOLOGY- CHALLENGES FOR THE NEXT TEN YEARS; Chapter 2: INDUSTRIAL MATHEMATICS
  • WHAT IS IT?; Part II: Wavelet Methods for Real-World Problems; Chapter 4: WAVELET FRAMES AND MULTIRESOLUTION ANALYSIS; Chapter 5: COMPARISON OF A WAVELET-GALERKIN PROCEDURE WITH A CRANK-NICOLSONGALERKIN PROCEDURE FOR THE DIFFUSION EQUATION SUBJECT TO THE SPECIFICATION OF MASS; Chapter 6: TRENDS IN WAVELET APPLICATIONS; Chapter 7: WAVELET METHODS FOR INDIAN RAINFALL DATA.
  • Chapter 8: WAVELET ANALYSIS OF TROPOSPHERIC AND LOWER STRATOSPHERIC GRAVITY WAVESChapter 9: ADVANCED DATA PROCESSES OF SOME METEOROLOGICAL PARAMETERS; Chapter 10: WAVELET METHODS FOR SEISMIC DATA ANALYSIS AND PROCESSING; Part III: Classical and Fractal Methods for Physical Problems; Chapter 11: GRADIENT CATASTROPHE IN HEAT PROPAGATION WITH SECOND SOUND; Chapter 12: ACOUSTIC WAVES IN A PERTURBED LAYERED OCEAN; Chapter 13: NON-LINEAR PLANAR OSCILLATION OF A SATELLITE LEADING TO CHAOS UNDER THE INFLUENCE OF THIRD-BODY TORQUE.
  • Chapter 14: CHOAS USING MATLAB IN THE MOTION OF A SATELLITE UNDER THE INFLUENCE OF MAGNETIC TORQUEChapter 15: A NEW ANALYSIS APPROACH TO POROUS MEDIA TEXTURE
  • MATHEMATICAL TOOLS FOR SIGNAL ANALYSIS IN A CONTEXT OF INCREASING COMPLEXITY; Part IV: Trends in Variational Methods; Chapter 16: A CONVEX OBJECTIVE FUNCTIONAL FOR ELLIPTIC INVERSE PROBLEMS; Chapter 17: THE SOLUTIONS OF BBGKY HIERARCHY OF QUANTUM KINETIC EQUATIONS FOR DENSE SYSTEMS; Chapter 18: CONVERGENCE AND THE OPTIMAL CHOICE OF THE RELAXATION PARAMETER FOR A CLASS OF ITERATIVE METHODS.