Hamiltonian self-adjoint extensions in an interval of the real line: The kinetic energy operator
Keywords:
Extensiones autoadjuntas, Operadores Cu´anticos, Principio de incertidumbre.Abstract
Based on physical arguments, we find the position, momentum, and kinetic energy operators in the interval (0, ℓ) of the real line. We characterize the domain of the canonical commutation rule (between position and momentum operators) and the validity of the uncertainty principle.
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Published
2019-12-27
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Section
Articulos
