MQM Topics

	A	B	C	D	E	F
1	Date	Lecture Number	Subject	Presented by	References	Note
2	19/4	1	Overview/ Introduction unbounded operators	Davide
3	26/4	2	Introduction unbounded operators	Davide
4	3/5	3	Introduction unbounded operators	Davide
5	10/5	4	Self-adjoint extensions of Hermitian operators: von Neumann's theory	Davide
6	17/5	5	Commuting Hamiltonians and formal manipulations	Leonhard		Daniel absent, Ricardo second marker
7	24/5	6	Trotter's product formula	Alex
8	7/6	7	Notions of convergence for unbounded self-adjoint operators	Jonathan		Daniel absent, Timo Eckstein second marker
9	14/6	8	Nelson's analytic vector theorem	Gisela
10	21/6	9	Unbounded operators in quantum chemistry	Felix		Davide absent, no mark required
11	28/6	10	Exponential decay and semibounded operators: Khalfin's argument	Davide
12	5/7	11	Quantum Zeno effect and dynamics	Elisabeth		Davide absent, Zsolt Szabo External
13	12/7	12	The mathematical formalism of quantum field theories: Fock spaces	Jonas
14	19/7	13	The rotating-wave approximation	Anna
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