Fixed Point Theorems with Applications 1st Edition

Fixed Point Theorems with Applications (1st Edition) by Karima Mebarki, Svetlin Georgiev, Smail Djebali, and Khaled Zennir is a rigorous yet accessible exploration of one of mathematics’ most powerful tools. Ideal for graduate students, researchers, and practitioners, this volume brings together classical results and modern advances in fixed point theory with clear proofs, practical examples, and a strong emphasis on real-world applications.

Begin with elegant presentations of foundational results—Banach, Brouwer, Schauder, Kakutani—and move quickly into contemporary extensions and methods used in nonlinear analysis, topology, differential and integral equations, optimization, and equilibrium theory. Each chapter builds intuition through carefully chosen examples and problem-driven discussions that bridge abstract theory and applied problems encountered in engineering, economics, and the physical sciences.

Readers will appreciate the book’s balanced style: formal enough for research references yet pedagogically tuned for classroom use. The authors’ combined expertise ensures treatments that are precise, up-to-date, and globally relevant—suitable for universities and research centers across North America, Europe, Asia, and beyond.

Whether you’re preparing for advanced coursework, developing analytical tools for applied projects, or expanding a mathematical library, this book delivers clear pathways from theorem to application. Enhance your mathematical toolkit with a definitive resource on fixed point methods—add Fixed Point Theorems with Applications (1st Edition) to your collection today and unlock robust techniques for solving nonlinear problems across disciplines.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.