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Some Exactly Solvable Models in Quantum Mechanics and the Low Energy Expansions

机译:量子力学和低能量扩张中的一些精确可解模型

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We give an overview of recent results on exactly solvable models in quantum mechanics. In particular we discuss point interactions located at finitely or infinitely many centers, in one and three dimensions. Results about the resolvent, energy eigenvalues and resonances, scattering quantities as well as eigenfunctions and corresponding low energy expansions are mentioned, with particular attention to the case of three-dimensional crystals. (ERA citation 10:029420)

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