|XXXVI Workshop on Geometric Methods in Physics||2-8.07.2017|
|VI School on Geometry and Physics||26-30.06.2017|
Participants of Workshop
Participants of School
The harmonic oscillator in a sector of plane and the angular momentum theory
We present the solution of a harmonic oscillator in a sector of a plane following an old observation of Marcos Moshisky (1984). According to this proposition, we show the connection with the graded angular momentum theory. We show, how to select the permissible angular momentum values for a given total energy of the harmonic oscillator in a sector of plane. All permissible values correspond to one subspace of the decomposition of space because of the boundary conditions.
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