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Advanced Dynamic-system Simulation: Model-replication Techniques and Monte Carlo Simulation [Repost]

Posted By: hill0
Advanced Dynamic-system Simulation: Model-replication Techniques and Monte Carlo Simulation [Repost]

Advanced Dynamic-system Simulation: Model-replication Techniques and Monte Carlo Simulation by Granino A. Korn
English | 16 Feb. 2007 | ISBN: 0470081880 | 222 Pages | PDF | 3.26 MB

Learn the latest techniques in programming sophisticated simulation systems
This cutting–edge text presents the latest techniques in advanced simulation programming for interactive modeling and simulation of dynamic systems, such as aerospace vehicles, control systems, and biological systems. The author, a leading authority in the field, demonstrates computer software that can handle large simulation studies on standard personal computers. Readers can run, edit, and modify the sample simulations from the text with the accompanying CD–ROM, featuring the OPEN DESIRE program for Linux and Windows. The program included on CD solves up to 40,000 ordinary differential equations and implements exceptionally fast and convenient vector operations.
The text begins with an introduction to dynamic–system simulation, including a demonstration of a simple guided–missile simulation. Among the other highlights of coverage are:

Models that involve sampled–data operations and sampled–data difference equations, including improved techniques for proper numerical integration of switched variables
Novel vector compiler that produces exceptionally fast programs for vector and matrix assignments, differential equations, and difference equations
Application of vector compiler to parameter–influence studies and Monte Carlo simulation of dynamic systems
Vectorized Monte Carlo simulations involving time–varying noise, derived from periodic pseudorandom–noise samples
Vector models of neural networks, including a new pulsed–neuron model
Vectorized programs for fuzzy–set controller, partial differential equations, and agro–ecological models replicated at many points of a landscape map