SIAM Monographs

About the Series

In 1997, SIAM began a new series on mathematical modeling and computation. Books in the series develop a focused topic from its genesis to the current state of the art; these books

• present modern mathematical developments with direct
   applications in science and engineering;
• describe mathematical issues arising in modern applications;
• develop mathematical models of topical physical, chemical,
   or biological systems;
• present new and efficient computational tools and techniques
   that have direct applications in science and engineering; and
• illustrate the continuing, integrated roles of mathematical,
   scientific, and computational investigation.

Although sophisticated ideas are presented, the writing style is popular rather than formal. Texts are intended to be read by audiences with little more than a bachelor's degree in mathematics or engineering. Thus, they are suitable for use in graduate mathematics, science, and engineering courses.

By design, the material is multidisciplinary. As such, we hope to foster cooperation and collabora- tion between mathematicians, computer scientists, engineers, and scientists. This is a difficult task because different terminology is used for the same concept in different disciplines. Nevertheless, we believe we have been successful and hope that you enjoy the texts in the series. 

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  1. An Introduction to Inverse Scattering and Inverse Spectral Problems by Khosrow Chadan
  2. Applied Mathematical Models in Human Physiology by Johnny T. Ottesen
  3. Differential Dynamical Systems by James D. Meiss
  4. Continuum Modeling in the Physical Sciences by E. van Groesen
  5. Credit Scoring and Its Applications by Lyn C. Thomas
  6. Exact and Approximate Modeling of Linear Systems: A Behavioral Approach by Ivan Markovsky
  7. Facts, Conjectures, and Improvements for Simulated Annealing by Peter Salamon
  8. Mathematical Methods in Image Reconstruction by Frank Natterer
  9. Numerical Simulation in Fluid Dynamics, A Practical Introduction by M. Griebel
  10. Rank-Deficient and Discrete I11-Posed Problems Numerical Aspects of Linear Inv by P. C. Hansen

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