Non-selfadjoint operators in quantum physics : mathematical aspects

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He remains an active researcher in functional analysis, and his research interests include operator theory, harmonic analysis, complex function theory, and mathematical foundations of quantum physics. Szafraniec is also an authority on reproducing kernel Hilbert spaces.


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Znojil is the author of over journal articles and a member of the Czech Union of Mathematicians and Physicists. Bagarello, J. Gazeau, F.

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Mathematical Aspects of Physics with Non-Self-Adjoint Operators

Journal of Physics A: Mathematical and Theoretical 43 10 , , Journal of mathematical analysis and applications 3 , , Proceedings of the American Mathematical Society 10 , , Journal of Mathematical Analysis and Applications 3 , , Journal of Mathematical Physics 51 5 , , Journal of mathematical physics 46 5 , , Non-selfadjoint operators in quantum physics: Mathematical aspects, , Journal of Mathematical Physics 39 11 , , The following articles are merged in Scholar.

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Bagarello, Fabio

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Operators, Eigen values and eigen functions -- Lecture 13 -- Quantum Mechanics

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