Applications of Self-Adjoint Extensions in Quantum Physics by Pavel Exner, Petr Seba

By Pavel Exner, Petr Seba

The shared goal during this choice of papers is to use the idea of self-adjoint extensions of symmetry operators in a variety of components of physics. this enables the development of precisely solvable versions in quantum mechanics, quantum box idea, excessive power physics, solid-state physics, microelectronics and different fields. The 20 papers chosen for those complaints supply an summary of this box of study unparallelled within the released literature; specifically the perspectives of the major colleges are sincerely offered. The booklet might be an enormous resource for researchers and graduate scholars in mathematical physics for a few years to come back. In those court cases, researchers and graduate scholars in mathematical physics will locate how one can build precisely solvable types in quantum mechanics, quantum box thought, excessive strength physics, solid-state physics, microelectronics and different fields.

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