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- W2116173593 abstract ">IIowever, direct application of the BCS theory to nuclear physics has a difficulty; here it is essential to treat the finite number of particles while the BCS theory is exact, as was proved by Bogoliubov,:l) only in the limit of the infinite number of particles since their trial function contains different. particle number components. Actually, Kerman, Lawson and Macfarlane 4 > (hereafter referred to as KLM) have shown that the discrepancy is quite large by com paring the result of exact diagonalization by computer and that presented by Kisslinger and Sorensen, 5 > one of the most elaborate calculation based on the usual BCS theory. In such a situation it is desirable from theoretical point of view to obtain some perspective analytical expression for the finite number of particles by improving the BCS theory, since the use of computer has also several shortcomings ; especially it becomes quite involved when the particle number is not very small." @default.
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- W2116173593 date "1967-04-01" @default.
- W2116173593 modified "2023-10-01" @default.
- W2116173593 title "Improved Number Conserving Treatment for a Nuclear Pairing Model" @default.
- W2116173593 doi "https://doi.org/10.1143/ptp.37.682" @default.
- W2116173593 hasPublicationYear "1967" @default.
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