Point Interaction Hamiltonians in Bounded Domains

Physics – Mathematical Physics

Scientific paper

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18 pages, 3 figures, latex

Scientific paper

10.1063/1.2770672

Making use of recent techniques in the theory of selfadjoint extensions of symmetric operators, we characterize the class of point interaction Hamiltonians in a 3-D bounded domain with regular boundary. In the particular case of one point interaction acting in the center of a ball, we obtain an explicit representation of the point spectrum of the operator togheter with the corresponding related eigenfunctions. These operators are used to build up a model-system where the dynamics of a quantum particle depends on the state of a quantum bit.

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