1. Preface

   • Boris S. Mordukhovich
   • R. Tyrrell Rockafellar

   Preface Pages: 1 - 4

2. A Simple ‘Finite Approximations’ Proof of the Pontryagin Maximum Principle under Reduced Differentiability Hypotheses

   • Aram V. Arutyunov
   • Richard B. Vinter

   OriginalPaper Pages: 5 - 24

3. Prox-Regularity of Functions and Sets in Banach Spaces

   • Frédéric Bernard
   • Lionel Thibault

   OriginalPaper Pages: 25 - 47

4. A One Perturbation Variational Principle and Applications

   • Jonathan Borwein
   • Lixin Cheng
   • Julian P. Revalski

   OriginalPaper Pages: 49 - 60

5. Constructible Convex Sets

   • Jonathan M. Borwein
   • Jon D. Vanderwerff

   OriginalPaper Pages: 61 - 77

6. Regularity and Conditioning of Solution Mappings in Variational Analysis

   • A. L. Dontchev
   • R. T. Rockafellar

   OriginalPaper Pages: 79 - 109

7. Solution Regularity in Optimal Control via Subgradient Analysis of the Value Function

   • Grant N. Galbraith

   OriginalPaper Pages: 111 - 126

8. Regularity of the Optimal Feedback and the Value Function in Convex Problems of Optimal Control

   • Rafal Goebel

   OriginalPaper Pages: 127 - 145

9. On Generic Existence and Uniqueness in Nonconvex Optimal Control Problems

   • Yuri S. Ledyaev

   OriginalPaper Pages: 147 - 162

10. Necessary Conditions in Nonsmooth Minimization via Lower and Upper Subgradients

    • Boris S. Mordukhovich

    OriginalPaper Pages: 163 - 193

11. Error Bounds and Implicit Multifunction Theorem in Smooth Banach Spaces and Applications to Optimization

    • Huynh Van Ngai
    • Michel Théra

    OriginalPaper Pages: 195 - 223

12. The Decoupling Technique for Continuously Varying Time Delay Systems

    • Norma Ortiz
    • Peter R. Wolenski

    OriginalPaper Pages: 225 - 239

13. Critical and Critical Tangent Cones in Optimization Problems

    • Zsolt Páles
    • Vera Zeidan

    OriginalPaper Pages: 241 - 258

14. Localized Normal Maps and the Stability of Variational Conditions

    • Stephen M. Robinson

    OriginalPaper Pages: 259 - 274

15. Nonconvex Separation Theorem for Multifunctions, Subdifferential Calculus and Applications

    • Q. J. Zhu

    OriginalPaper Pages: 275 - 290