200 Pages
68 Color Illustrations
by
Chapman & Hall
200 Pages
68 Color Illustrations
by
Chapman & Hall
A Visual Approach to Introductory Functional Analysis is designed to offer a visual, geometric approach to functional analysis which bridges the gap between elementary analysis and advanced Banach Space Theory.
The material is organized to build progressively from foundational topology to the core structural theorems of the discipline. Commencing with the rigorous formalization of metric... Read more
1. Metric Spaces 2. Convergence and Completeness 3. Normed Spaces and Banach Spaces 4. Linear Operators and Functionals 5. Fundamental Theorems for Normed and Banach Spaces 6. The Weak and Weak* Topologies
Biography
Paul Dayao is a mathematician affiliated with the Department of Mathematics at Ateneo de Manila University. His research centers on Real and Functional Analyses. Beyond this, Paul is driven by a deep passion for teaching and a commitment to make high-level mathematics intuitive by grounding abstract theory in visual clarity.
