Jirí Blank & Pavel Exner 
Hilbert Space Operators in Quantum Physics [PDF ebook] 

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Mục lục

Some notions from functional analysis.- Hilbert spaces.- Bounded operators.- Unbounded operators.- Spectral theory.- Operator sets and algebras.- States and observables.- Position and momentum.- Time evolution.- Symmetries of quantum systems.- Composite systems.- The second quantization.- Axiomatization of quantum theory.- Composite systems.- Scattering theory.- Quantum waveguides.- Quantum graphs.

Giới thiệu về tác giả

Jirí Blank graduated in 1961 from Czech Technical University and got his Ph D from Charles University. Until his premature death in 1990 he was active in mathematical-physics research and teaching. He educated many excellent students.

Pavel Exner graduated in 1969 from Charles University. From 1978 to 1990 he worked in Joint Institute for Nuclear Research, Dubna, where he got his Ph D and DSc degrees. After the return to Prague he headed a mathematical-physics group in the Nuclear Physics Institute of Academy of Sciences and became a professor of theoretical physics at Charles University. He authored over 150research papers to which more than thousand citations can be found. At present he is a vice president of European Mathematical Society and secretary of IUPAP commission for mathematical physics.

Miloslav Havlícek graduated in 1961 from Czech Technical University; he got his Ph D from Charles University and DSc at Joint Institute for Nuclear Research, Dubna. He wrote numerous papers on algebraic methods in quantum physics. From 1990 he served repeatedly as dean of the Faculty of Nuclear Sciences and Physical Engineering and head of the Department of Mathematics.

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