| Preface |
|||
| Chapter 1: Mathematical Models |
Chapter 7: Foundations
of
Measurement Theory |
Chapter 13:
Paired-Associate
Learning |
Chapter 19: Agent Based
Simulation |
| Chapter 2: Stable and Unstable
Arrms Races |
Chapter 8: Introduction to
Utility Theory |
Chapter 14: Recidivism in the
Criminal Justice System |
|
| Chapter 3: Ecological
Models:
Single Species |
Chapter 9: Economic Equilibrium |
Chapter 15: Epidemics |
Appendix
I: Sets |
| Chapter 4: Ecological
Models:
Interacting Species |
Chapter 10: Elementary
Probability |
Chapter 16: Game Theory and The
Bible |
Appendix
II: Matrices |
| Chapter 5: Models of Tumor Growth | Chapter 11: Markov
Processes |
Chapter 17: Evolutionary Game
Theory |
Appendix
III: Solving Systems of
Linear Equations |
| Chapter
6: Social Choice and
Voting Procedures |
Chapter 12: Two Models
of
Cultural Stability |
Chapter 18: Roulette Wheels and
HospitalBeds: A Computer Simulation of Operating and Recovery Room Usage |
Appendix IV: Functions of Two Variables |
| Appendix V: Differential Equations |