The orbital products of occupied and virtual orbitals are employed as an expansion basis for the charge density generating the local potential in the optimized effective potential method thus avoiding the use of auxiliary basis sets. The high computational cost arising from the quadratic increase of the dimension of this product basis with system size can be greatly reduced by elimination of the linearly dependent products according to a procedure suggested earlier. Numerical results from this approach show a very good agreement with those obtained from balancing the auxiliary basis for the expansion of the local potential with the orbital basis set.
The exchange-only optimized-effective-potential method is implemented with the use of Slater-type ba...
We present an orbital-optimized version of our orbital-specific-virtuals second-order Moller-Plesset...
The exchange-only optimized-effective-potential method is implemented with the use of Slater-type ba...
The orbital products of occupied and virtual orbitals are employed as an expansion basis for the cha...
The optimized effective potential (OEP) equations are solved in a matrix representation using the or...
Equations of the optimized-effective-potential method in a basis set representation are solved with ...
The optimized effective potential (OEP) equations are solved in a matrix representation using the or...
Optimized effective potential (OEP) method represents a basis for the rigorous implementation of the...
We propose a direct method for reducing the dimension of the space of orbital products that occur, f...
In plane wave based electronic structure calcns. the interaction of core and valence electrons is us...
Pragmatic modeling of a chemical system requires a method that will produce results of desirable acc...
This work presents a theoretical procedure to reduce fragment-based methods of Quantum Chemistry int...
Minimization of the Hohenberg-Kohn total energy functional EHK [] in the presence of the constraint ...
Author Institution: Department of Chemistry, Clarkson UniversityDue to the behavior of the pseudo-or...
A novel energy functional for total-energy and molecular-dynamics calculations is introduced, and pr...
The exchange-only optimized-effective-potential method is implemented with the use of Slater-type ba...
We present an orbital-optimized version of our orbital-specific-virtuals second-order Moller-Plesset...
The exchange-only optimized-effective-potential method is implemented with the use of Slater-type ba...
The orbital products of occupied and virtual orbitals are employed as an expansion basis for the cha...
The optimized effective potential (OEP) equations are solved in a matrix representation using the or...
Equations of the optimized-effective-potential method in a basis set representation are solved with ...
The optimized effective potential (OEP) equations are solved in a matrix representation using the or...
Optimized effective potential (OEP) method represents a basis for the rigorous implementation of the...
We propose a direct method for reducing the dimension of the space of orbital products that occur, f...
In plane wave based electronic structure calcns. the interaction of core and valence electrons is us...
Pragmatic modeling of a chemical system requires a method that will produce results of desirable acc...
This work presents a theoretical procedure to reduce fragment-based methods of Quantum Chemistry int...
Minimization of the Hohenberg-Kohn total energy functional EHK [] in the presence of the constraint ...
Author Institution: Department of Chemistry, Clarkson UniversityDue to the behavior of the pseudo-or...
A novel energy functional for total-energy and molecular-dynamics calculations is introduced, and pr...
The exchange-only optimized-effective-potential method is implemented with the use of Slater-type ba...
We present an orbital-optimized version of our orbital-specific-virtuals second-order Moller-Plesset...
The exchange-only optimized-effective-potential method is implemented with the use of Slater-type ba...