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Quantum mechanics with non-self-adjoint operators: transition from spectra to pseudospectra

D. Krejčiřík is a principal investigator of the funding project no. 18-08835S of the Czech Science Foundation.

New challenges for extension theory of linear operators in modern physics

D. Krejčiřík and M. Tušek form a Czech side of a Czech/French bilateral project Mobility-Barrande no. 8J18FR033 of Ministry of Education, Youth, and Sports.

Spectral Analysis of Linear Operators and its Applications in Quantum Mechanics

P. Šťovíček (as a principal investigator), F. Štampach and M. Tušek participate in the funding project no. 13-11058S of the Czech Science Foundation.

Spectral Analysis and Dynamical Properties of Quantum Systems

Three of our members (P. Šťovíček, T. Kalvoda, and M. Tušek) participate in the funding project no. P201/09/0811 of the Czech Science Foundation.

Algebraic-Geometrical Methods with Application in Mathematical Physics

Two of our members (Č. Burdík and S. Pošta) together with O. Navrátil from the Faculty of Transportation Sciences participate in the funding project no. P201/10/1509 of the Czech Science Foundation.

Mathematical structures in theoretical physics

One of the members of our group (T. Kalvoda) participates in the doctoral project of the Czech Science Foundation.


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Department of Mathematics
Faculty of Nuclear Sciences and Physical Engineering
Czech Technical University in Prague
Trojanova 13, 120 00 Prague 2, Czech Republic
mafia(at)km(dot)fjfi(dot)cvut(dot)cz
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