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Shape invariance and the exactness of quantum Hamilton-Jacobi formalism
Get PDFQuantum Hamilton-Jacobi Theory and supersymmetric quantum mechanics (SUSYQM)
are two parallel methods to determine the spectra of a quantum mechanical
systems without solving the Schr\"odinger equation. It was recently shown that
the shape invariance, which is an integrability condition in SUSYQM formalism,
can be utilized to develop an iterative algorithm to determine the quantum
momentum functions. In this paper, we show that shape invariance also suffices
to determine the eigenvalues in Quantum Hamilton-Jacobi Theory.Comment: Accepted for publication in Phys. Lett.
Chevron\u27s Legacy, Justice Scalia\u27s Two Enigmatic Dissents, and His Return to the Fold in City of Arlington, Tex. v. FCC
Get PDFFingerprints of Equitable Estoppel and Promissory Estoppel on the Statute of Frauds in Contact Law
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Feel Free To Tell
Get PDFTell me, Mrs. Morrison, the man\u27s voice asked, kindly, When do you feel Jubie began to, as you put it, go \u27bad\u27
The Commercial Activity Exception under the FSIA, Personhood under the Fifth Amendment and Jurisdiction over Foreign States: A Partial Roadmap for the Supreme Court in the New Millennium
Get PDFThe Commercial Activity Exception to the Act of State Doctrine Revisited: Evolution of a Concept
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