Advanced Computing in Industrial Mathematics

Advanced Computing in Industrial Mathematics: 11th Annual Meeting of the Bulgarian Section of SIAM December 20-22, 2016, Sofia, Bulgaria. Revised … (Studies in Computational Intelligence)

This book presents recent research on Advanced Computing in Industrial Mathematics, which is one of the most prominent interdisciplinary areas, bringing together mathematics, computer science, scientific computations, engineering, physics, chemistry, medicine, etc. Further, the book presents the major tools used in Industrial Mathematics, which are based on mathematical models, and the corresponding computer codes, which are used to perform virtual experiments to obtain new data or to better understand previous experimental findings. The book gathers the peer-reviewed papers presented at the 11th Annual Meeting of the Bulgarian Section of SIAM (BGSIAM), from December 20 to 22, 2016 in Sofia, Bulgaria.

Table of Contents

Chapter 1. Local Perturbation Analysis of the Stochastic Matrix Riccati Equation with Applications in Finance
Chapter 2. An Embedded Compact Scheme for Biharmonic Problems in Irregular Domains
Chapter 3. Ant Colony Optimization Algorithm for 1D Cutting Stock Problem
Chapter 4. 2D Optimal Cutting Problem
Chapter 5. Error Estimate in the Iterative Numerical Method for Two-Dimensional Nonlinear Hammerstein-Fredholm Fuzzy Functional Integral Equations
Chapter 6. Noise Removal and Feature Extraction of 2D CT Radiographic Images
Chapter 7. Representation of Civilians and Police Officers by Generalized Nets for Describing Software Agents in the Case of Protest
Chapter 8. Comparison of NDT Techniques for Elastic Modulus Determination of Laminated Composites
Chapter 9. Integer Codes for Flash Memories
Chapter 10. On the Strong Asymptotics of Rows of the Padé Table
Chapter 11. Total Phosphorus Removal in Horizontal Subsurface Flow Constructed Wetlands: A Computational Investigation for the Optimal Adsorption Model
Chapter 12. Some Results Involving Euler-Type Integrals and Dilogarithm Values
Chapter 13. Nonlinear Evolution Equation for Propagation of Waves in an Artery with an Aneurysm: An Exact Solution Obtained by the Modified Method of Simplest Equation
Chapter 14. Modelling of Light Mg and Al Based Alloys as “in situ” Composites
Chapter 15. Asymptotic Study of the Nonlinear Velocity Problem for the Oscillatory Non-Newtonian Flow in a Straight Channel
Chapter 16. Competition for Resources and Space Contributes to the Emergence of Drug Resistance in Cancer
Chapter 17. Efficient Error Based Metrics for Fuzzy-Neural Network Performance Evaluation
Chapter 18. Box Model of Migration in Channels of Migration Networks
Chapter 19. Modified Coordinates in Dynamics Simulation of Multibody Systems with Elastic Bodies