Infinite-Dimensional Optimization and Convexity

Explore the intricate world of optimization with Infinite-Dimensional Optimization and Convexity by Ekeland and Turnbull. Published by The University of Chicago Press in 1983, this insightful paperback spans 174 pages and delves deep into existence theory. The authors focus on the critical question of whether an optimal solution, or minimizer, can be found when faced with the challenge of minimizing a functional over a given feasible set. This book is essential for those interested in advanced mathematical concepts, optimization problems, and the theoretical foundations of convexity. Perfect for students, researchers, and practitioners alike, it provides a comprehensive examination of the conditions necessary for the existence of optimal solutions. Add this valuable resource to your collection and enhance your understanding of infinite-dimensional optimization.