Difference between revisions of "NMMO302 Functional analysis for physicists"
From Josef Málek
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[[Media:LFA_4v2.pdf|Dual spaces. Reflexivity. Weak and weak-star convergences.]] | [[Media:LFA_4v2.pdf|Dual spaces. Reflexivity. Weak and weak-star convergences.]] | ||
| − | [[Media:LFA_5v1.pdf|Baire's theorem]] | + | [[Media:LFA_5v1.pdf|Baire's theorem.]] |
| − | [[Media:LFA_6v2.pdf|Great theorems of LFA]] | + | [[Media:LFA_6v2.pdf|Great theorems of LFA.]] |
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| + | [[Media:LFA_8v1.pdf|Hilbert spaces. Riesz representation theorem.]] | ||
== Recordings == | == Recordings == | ||
Revision as of 18:04, 7 April 2022
Link to SIS
Link to SIS [1]
Lectures
Linear operators between Banach spaces; boundedness, examples and finite-dimensional vector spaces.
Seminorms and Frechet spaces. Hahn-Banach theorem.
Dual spaces. Reflexivity. Weak and weak-star convergences.
Hilbert spaces. Riesz representation theorem.
Recordings
Week 7 - L19
Problems
Feb 25: Finite-dimensional vector spaces
