Mathematical Models and Methods for Real World Systems
eBook - PDF

Mathematical Models and Methods for Real World Systems

  1. 472 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Mathematical Models and Methods for Real World Systems

About this book

This volume centers on the links between mathematics and the physical world. It first explores future challenges of mathematical technology, offers a wide-ranging definition of industrial mathematics, and explains the mathematics of type-II superconductors. After lucid discussions on theoretical and applied aspects of wavelets, the book presents classical and fractal methods for physical problems, including a fractal approach to porous media textures and using MATLAB to model chaos in the motion of a satellite. The final section surveys recent trends in variational methods, focusing on areas such as elliptic inverse problems, sweeping processes, and the BBKY hierarchy of quantum kinetic equations.

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Yes, you can access Mathematical Models and Methods for Real World Systems by K.M. Furati,Abul Hasan Siddiqi in PDF and/or ePUB format, as well as other popular books in Mathematics & Applied Mathematics. We have over one million books available in our catalogue for you to explore.

Information

Publisher
CRC Press
Year
2005
eBook ISBN
9781420026511
Edition
1
Topic
Mathematics
Subtopic
Applied Mathematics
Index
Mathematics

Table of contents

  1. COVER
  2. TITLE
  3. COPYRIGHT
  4. CONTENTS
  5. PREFACE
  6. CONTRIBUTING AUTHORS
  7. Part I: Mathematics for Technology
  8. Chapter 1: MATHEMATICS AS A TECHNOLOGY– CHALLENGES FOR THE NEXT TEN YEARS
  9. Chapter 2: INDUSTRIAL MATHEMATICS – WHAT IS IT?
  10. Part II: Wavelet Methods for Real-World Problems
  11. Chapter 4: WAVELET FRAMES AND MULTIRESOLUTION ANALYSIS
  12. Chapter 5: COMPARISON OF A WAVELET-GALERKIN PROCEDURE WITH A CRANK-NICOLSONGALERKIN PROCEDURE FOR THE DIFFUSION EQUATION SUBJECT TO THE SPECIFICATION OF MASS
  13. Chapter 6: TRENDS IN WAVELET APPLICATIONS
  14. Chapter 7: WAVELET METHODS FOR INDIAN RAINFALL DATA
  15. Chapter 8: WAVELET ANALYSIS OF TROPOSPHERIC AND LOWER STRATOSPHERIC GRAVITY WAVES
  16. Chapter 9: ADVANCED DATA PROCESSES OF SOME METEOROLOGICAL PARAMETERS
  17. Chapter 10: WAVELET METHODS FOR SEISMIC DATA ANALYSIS AND PROCESSING
  18. Part III: Classical and Fractal Methods for Physical Problems
  19. Chapter 11: GRADIENT CATASTROPHE IN HEAT PROPAGATION WITH SECOND SOUND
  20. Chapter 12: ACOUSTIC WAVES IN A PERTURBED LAYERED OCEAN
  21. Chapter 13: NON-LINEAR PLANAR OSCILLATION OF A SATELLITE LEADING TO CHAOS UNDER THE INFLUENCE OF THIRD-BODY TORQUE
  22. Chapter 14: CHOAS USING MATLAB IN THE MOTION OF A SATELLITE UNDER THE INFLUENCE OF MAGNETIC TORQUE
  23. Chapter 15: A NEW ANALYSIS APPROACH TO POROUS MEDIA TEXTURE – MATHEMATICAL TOOLS FOR SIGNAL ANALYSIS IN A CONTEXT OF INCREASING COMPLEXITY
  24. Part IV: Trends in Variational Methods
  25. Chapter 16: A CONVEX OBJECTIVE FUNCTIONAL FOR ELLIPTIC INVERSE PROBLEMS
  26. Chapter 17: THE SOLUTIONS OF BBGKY HIERARCHY OF QUANTUM KINETIC EQUATIONS FOR DENSE SYSTEMS
  27. Chapter 18: CONVERGENCE AND THE OPTIMAL CHOICE OF THE RELAXATION PARAMETER FOR A CLASS OF ITERATIVE METHODS
  28. Chapter 19: ON A SPECIAL CLASS OF SWEEPING PROCESS
  29. Index