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Open Quantum Systems Decoherence
Quantum Simulation
Quantum State Preparation Representation
Study of the Spin-weighted Spheroidal Wave Equation in the Case of s=3/2
arXiv
Authors: Kun Dong, Guihua Tian
Year
2015
Paper ID
25891
Status
Preprint
Abstract Read
~2 min
Abstract Words
85
Citations
N/A
Abstract
In this paper, we use the means of super-symmetric quantum mechanics to study of the Spin-weighted Spheroidal Wave in the case of s=3/2. We obtain some interesting results: the first-five terms of the super-potential, the general form of the super-potential. The ground eigen-function and eigenvalue of the equation are also given. According these results, we make use of the shape invariance property to compute the exited eigenvalues and eigen-functions. These results help us to understand the Spin-weighted Spheroidal Wave and show that it is integral.
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- In this paper, we use the means of super-symmetric quantum mechanics to study of the Spin-weighted Spheroidal Wave in the case of s=3/2.
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