Functional Analysis
Functional analysis is a branch of mathematics that deals with studying spaces of functions and the transformations that act on them. It focuses on the structure and properties of functions, including topics such as continuity, convergence, and differentiability. Functional analysis also explores the relationships between functions and their underlying spaces, often using tools from linear algebra and topology to analyze these relationships.
External Links
- [nfft.org] Home | NFFT | Applied Functional Analysis | Faculty of Mathematics | TU Chemnitz