Variational methods for bound-state problems

Author:

Singh S. R.,Stauffer A. D.

Publisher

Springer Science and Business Media LLC

Subject

General Medicine

Reference11 articles.

1. S. R. Singh andA. D. Stauffer:Nuovo Cimento,22 B, 139 (1974).

2. See,e.g.,S. G. Mikhlin:Variational Methods in Mathematical Physics, Sect.32 and78 (New York, N. Y., 1964).

3. S. Weinberg:Phys. Rev.,131, 440 (1963). See alsoE. Prugovecki:Quantum Mechanics in Hilbert Space (New York, N. Y., 1971), p. 493.

4. Use ofK(E±i0), E>0, simplifies the analysis in the scattering region as well, even though it is not symmetric. For example see ref. (1) andM. Scadron, S. Weinberg andJ. Wright:Phys. Rev.,135, B 202 (1964).

5. T. Kato:Functional Analysis and Related Topics, International Conference in Tokyo (April 1969), p. 206. The author confines himself toE>0. However the results are trivially generalizable toE inI ɛ − .

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