What would be the most relevant transcription of a CCSD(T) method into a dressed SDCI matrix?

The coupled cluster on singles and doubles (CCSD), with eventually perturbative account of the triples (CCSD(T)), method can be expressed as a self-consistently dressed configuration interaction (CI) matrix restricted to singly and doubly excited configurations. Several dressings are conceivable. The present paper defines a dressing of mono- and bi-electronic integrals for the ground state calculation. These dressed integrals may be used in a further step to define dressed SDCI matrices, which should provide accurate excited state energies. By the way one suggests a procedure, which would avoid the N-7 (N being the basis set size) bottleneck of the CCSD(T) method. (c) 2006 Elsevier B.V. All rights reserved.