This is a course primarily aimed at Mathematics students although others are welcome. Topics may include: spectral theory of self-adjoint operators in Hilbert spaces and Schroedinger operators, non-commutative probability theory, elements of unitary representations of groups, assorted physical examples (harmonic oscillator, angular momentum and spin, the hydrogen atom, etc.) Prerequisite: Real Analysis Math 5051-5052 or permission of instructor.
Section 01Topics in Functional Analysis II
INSTRUCTOR: FeresView Course Listing