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1 Introduction to Simulation and Modeling


1 Introduction to Simulation and Modeling
The Computer Experiment
System, Models, and Simulation
Modeling and Simulation Cycle
Model Execution: Event driven versus Time driven
Analysis of Simulation Results
References
2 Discrete Medeling (L-Systems)
3 Population Dynamics
4 Number Representation and Error Propagation
5 Modeling with Random Numbers
6 Heat Transfer in a Rod (Connection Mathematica and C: MathLink)
7 Special Topics in Stochastic Finance
8 Appendix: Introduction to Mathematica
9 Population Dynamics in Vensim®PLE
     
 

1.1 The Computer Experiment

1.2 System, Models, and Simulation

1.3 Modeling and Simulation Cycle

1.4 Model Execution: Event driven versus Time driven

1.5 Analysis of Simulation Results

1.6 References

Acknowledgements

Parts of the material in this section was taken from a number of sources, which are listed below

Mathematica 4.0, S. Wolfram.
Mathematical Modelling and Mathematica, J.E. Cruthirds and L.R. Hitt, Department of Mathematics and Statistics, University of South Alabama, material taken from the Web.
An introduction to Mathematica, N. Blachman, material taken from the Web.

The introductory text on modelling and simulation was taken from:
Sloot, P.M.A., "Modelling and Simulation," in Proceedings of the 1994 CERN School of Computing, CERN, ISBN 92-9038-069-7 CERN press, ISSN 0304-2898: Also Technical Report: CS-94-12, 1994.

See also reference at the end of Chapter I.

Introduction

This notebook will  introduce some concepts of modelling and simulation.   **It  is not  required to hand this  notebook  in.**

Important  instructions  for  all students:
Each notebook  contains several questions that must be handed in. Theses questions are labeled accordingly:

Required: These questions must be done by all students.

Advanced:  These  are considered to be more difficult and may be assigned  by the instructor.

Optional:   These questions are optional  to all students  and will be counted towards   extra  marks.

In addition to studying this material, you are supposed to look at the notebook Appendix.nb where an introduction to Mathematica is given. At the end of that notebook  you will  find a number of exercises.


 
     
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