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Index
COVER
TABLE OF CONTENTS
TITLE PAGE
COPYRIGHT
CHAPTER 1: INTRODUCTION
CHAPTER 2: CONVEX SETS
CHAPTER 3: CONVEX FUNCTIONS AND GENERALIZATIONS
CHAPTER 4: THE FRITZ JOHN AND KARUSH-KUHN-TUCKER OPTIMALITY CONDITIONS
CHAPTER 5: CONSTRAINT QUALIFICATIONS
CHAPTER 6: LAGRANGIAN DUALITY AND SADDLE POINT OPTIMALITY CONDITIONS
CHAPTER 7: THE CONCEPT OF AN ALGORITHM
CHAPTER 8: UNCONSTRAINED OPTIMIZATION
CHAPTER 9: PENALTY AND BARRIER FUNCTIONS
CHAPTER 10: METHODS OF FEASIBLE DIRECTIONS
CHAPTER 11: LINEAR COMPLEMENTARY PROBLEM, AND QUADRATIC, SEPARABLE, FRACTIONAL, AND GEOMETRIC PROGRAMMING
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