1. Introduction 2. Representations 3. Induced transformation I 4. Approximation 5. Induced transformation II 6. Stochastic calculus of variation 7. Stochastic integration 8. Nonlinear translation (absolute continuity) 9. Conditional expectation 10. Integration by parts 11. Composition (Itô formula) 12. Clark type representation 13. Continuation 14. Stochastic control 15. Appendix
Summary
Introduction Representations Induced transformation I Approximation Induced transformation II Stochastic calculus of variation Stochastic integration Nonlinear translation (Absolute continuity) Conditional expectation Integration by parts Composition (Ito formula) Clark type representation Continuation Stochastic control Appendix Bibliography
Notes
"Volume 175, number 825 (first of 4 numbers)."
Bibliography
Includes bibliographical references (pages 123-127)