Front Cover

pp.：  1 – 4

Introduction to the Mathematical Theory of Control Processes

pp.：  4 – 5

Copyright Page

pp.：  5 – 8

Contents

pp.：  8 – 18

Preface

pp.：  18 – 22

Chapter 1. Basic Concepts of Control Theory

pp.：  22 – 31

Chapter 2. Discrete Control Processes and Dynamic Programming

pp.：  31 – 61

Chapter 3. Computational Aspects of Dynamic Programming

pp.：  61 – 91

Chapter 4. Continuous Control Processes and the Calculus of Variations

pp.：  91 – 129

Chapter 5. Computational Aspects of the Calculus of Variations

pp.：  129 – 159

Chapter 6. Continuous Control Processes and Dynamic Programming

pp.：  159 – 188

Chapter 7. Limiting Behavior of Discrete Processes

pp.：  188 – 202

Chapter 8. Asymptotic Control Theory

pp.：  202 – 223

Chapter 9. Duality and Upper and Lower Bounds

pp.：  223 – 247

Chapter 10. Abstract Control Processes and Routing

pp.：  247 – 269

Chapter 11. Reduction of Dimensionality

pp.：  269 – 280

Chapter 12. Distributed Control Processes and the Calculus of Variations

pp.：  280 – 299

Chapter 13. Distributed Control Processes and Dynamic Programming

pp.：  299 – 310

Chapter 14. Some Directions of Research

pp.：  310 – 320

Author Index

pp.：  320 – 325

Subject Index

pp.：  325 – 330