The self-consistent diagram approximation for lattice systems
β Scribed by G.S. Bokun; Ya.G. Groda; V.V. Belov; C. Uebing; V.S. Vikhrenko
- Publisher
- Springer
- Year
- 2000
- Tongue
- English
- Weight
- 220 KB
- Volume
- 15
- Category
- Article
- ISSN
- 1434-6036
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π SIMILAR VOLUMES
A semi-empirical NDDO method, generalized from a similar scheme at the CNDO/2 level developed previously, is presented to treat very large molecules. The extended molecular system is divided into a relatively small subsystem where substantial chemical changes take place and an environment remaining
An analysis is made of the se&consistent random phase approxima%n (SC RPA) in whi& theground-state function satisfies the annihiIation corxlition. It is shown that the ground stE;te for a twoefectron system is identical with that obtained by a variational calculation including doublyexcited mnfiiura
## Abstract A theorem is presented that characterizes approximate states and truncated operator manifolds associated with selfβconsistent approximate propagators. This theorem establishes a natural relationship between Hermiticity, stationarity, nonredundance and completeness of operator manifolds,