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APPLIED MATHEMATICS REVIEWS
(Volume 1)
edited by George A Anastassiou (The University of Memphis, USA)
Applied mathematics connects the mathematical theory to the reality by solving real world problems and shows the power of the science of mathematics, greatly improving our lives. Therefore it plays a very active and central role in the scientific world.
This volume contains 14 high quality survey articles — incorporating original results and describing the main research activities of contemporary applied mathematics — written by top people in the field. The articles have been written in review style, so that the researcher can have a quick and thorough view of what is happening in the main subfields of applied mathematics.
Contents:
- Two Contemporary Computational Concepts in Numerical Analysis (I K
Argyros)
- On the Simultaneous Approximation of Functions and Their Derivatives (T Kilgore)
- Copositive Polynomial Approximation Revisited (Y K Hu & X M Yu)
- Sampling Theory and Function Spaces (H-J Schmeisser & W Sickel)
- Evaluating Statistical Functionals by Means of Projections onto Convex Cones in Hilbert Spaces: Part I and II (T Rychlik)
- Extrapolation: From Calculation of p to Finite Element Method of Partial Differential Equations (X-P Shen)
- A Survey on Scaling Function Interpolation and Approximation (E-B Lin)
- and other papers
Readership: Applied mathematicians, statisticians, economists and engineers.
| 624pp |
Pub. date: Jun 2000 |
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* Special price applies only to individuals purchasing online and cannot be used in conjunction with any other offers.
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