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Applied Functional Analysis is a branch of mathematics that lies at the intersection
of pure mathematics and practical applications to real world problems. It explores the deep an intricate structures of function spaces, often infinite dimensional, and the mappings between them. This text provides a comprehensive introduction to powerful theories such as Banach and Hilbert spaces, linear operators, spectral theory, fixed point methods, variational calculus, and semigroup theory.
Course Notes and Supplementary Material (PDF format)
|Course notes||v1 PDF (15M)||06/07/23|