In the ground state the pair density n can be determined by solving a single auxiliary equation of a two-particle problem. Exact differential and integral constraints for the Pauli potential of the effective potential of the two-particle equation are presented. The constraints are derived using the differential virial theorem and the Hiller-Sucher-Feinberg identity.

Exact differential and integral constraints for the Pauli potential in the pair density functional theory

AMOVILLI, CLAUDIO
2009

Abstract

In the ground state the pair density n can be determined by solving a single auxiliary equation of a two-particle problem. Exact differential and integral constraints for the Pauli potential of the effective potential of the two-particle equation are presented. The constraints are derived using the differential virial theorem and the Hiller-Sucher-Feinberg identity.
A., Nagy; Amovilli, Claudio
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11568/132088
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