After successful completion of the course, students are able to define Banach algebras, recognize them as such and work with them, to formulate, apply and prove the spectral theorem for normal and unlimited self-adjoint operators, to define semi-groups of operators and recognize them as such and to formulate, apply and prove the Hille–Yosida theorem.
Banach Algebras, Spectral theory of linear operators, spectral resolution for normal and unbounded selfadjoint operators, semi-groups of operators, Hill-Yoshida theorem, selected topics.
Die erste Vorlesung findet statt am
Montag 2.10, 16'15 - 17'45, Sem 107/1 (Goldenes Lamm)
Dort werden dann alle Informationen zum Ablauf der Lehrveranstaltung ausführlich besprochen.
Zum Nachlesen wird dann auch alles auf dieser Seite bei "News" zur Verfügung gestellt werden.
