We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset perturbation theory in Ref. [J. Yang, Y. Kurashige, F. R. Manby and G. K. L. Chan, J. Chem. Phys. 134, 044123 (2011)], to local coupled cluster singles and doubles theory (OSV-LCCSD). The method is implemented by modifying an efficient projected-atomic-orbital local coupled cluster program (PAOLCCSD) described recently, [H.-J. Werner and M. Schütz, J. Chem. Phys. 135, 144116 (2011)]. By comparison of both methods we find that the compact representation of the amplitudes in the OSV approach affords various advantages, including smaller computational time requirements (for comparable accuracy), as well as a more systematic control of the error thr...
Local coupled cluster theory is based on (i) a restriction of the list of pairs (or triples) of occu...
Local coupled cluster theory is based on (i) a restriction of the list of pairs (or triples) of occu...
An efficient local coupled cluster method with single and double excitation operators and perturbati...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
In previous publications, it was shown that an efficient local coupled cluster method with single- a...
A general-order local coupled-cluster (CC) method is presented which has the potential to provide ac...
An efficient local coupled cluster method with single and double excitation operators and perturbati...
Local coupled cluster theory is based on (i) a restriction of the list of pairs (or triples) of occu...
Local coupled cluster theory is based on (i) a restriction of the list of pairs (or triples) of occu...
An efficient local coupled cluster method with single and double excitation operators and perturbati...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
We extend the orbital-specific-virtual tensor factorization, introduced for local Møller-Plesset per...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
A local method based on orbital specific virtuals (OSVs) for calculating the perturbative triples co...
In previous publications, it was shown that an efficient local coupled cluster method with single- a...
A general-order local coupled-cluster (CC) method is presented which has the potential to provide ac...
An efficient local coupled cluster method with single and double excitation operators and perturbati...
Local coupled cluster theory is based on (i) a restriction of the list of pairs (or triples) of occu...
Local coupled cluster theory is based on (i) a restriction of the list of pairs (or triples) of occu...
An efficient local coupled cluster method with single and double excitation operators and perturbati...