The behaviour of diatomic molecules is examined using the variational second-order density matrix method under the P, Q and G conditions. It is found that the method describes the dissociation limit incorrectly, with fractional charges on the well-separated atoms. This can be traced back to the behaviour of the energy versus the number of electrons for the isolated atoms. It is shown that the energies for fractional charges are much too low.The behaviour of diatomic molecules is examined using the variational second-order density matrix method under the P, Q and G conditions. It is found that the method describes the dissociation limit incorrectly, with fractional charges on the well-separated atoms. This can be traced back to the behaviour...
We study the behavior of different functionals of the one-body reduced density matrix (1RDM) for sys...
The exponential growth of the dimension of the exact wavefunction with the size of a chemical system...
The exponential growth of the dimension of the exact wavefunction with the size of a chemical system...
The behaviour of diatomic molecules is examined using the variational second-order density matrix me...
A correct description of dissociating bonds is even more challenging to methods based on the density...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
Most (relatively) routine quantum chemical calculations use either the wave function or the electron...
Most (relatively) routine quantum chemical calculations use either the wave function or the electron...
Because the molecular Hamiltonian contains only one-body and two-body operators, the two-electron re...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
A variational optimization of the second-order density matrix under the P-, Q-, and G-conditions was...
A variational optimization of the second-order density matrix under the P-, Q-, and G-conditions was...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
The thesis introduces the concept of the adiabatic approximation in relation to the dynamics of the ...
We study the behavior of different functionals of the one-body reduced density matrix (1RDM) for sys...
The exponential growth of the dimension of the exact wavefunction with the size of a chemical system...
The exponential growth of the dimension of the exact wavefunction with the size of a chemical system...
The behaviour of diatomic molecules is examined using the variational second-order density matrix me...
A correct description of dissociating bonds is even more challenging to methods based on the density...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
Most (relatively) routine quantum chemical calculations use either the wave function or the electron...
Most (relatively) routine quantum chemical calculations use either the wave function or the electron...
Because the molecular Hamiltonian contains only one-body and two-body operators, the two-electron re...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
A variational optimization of the second-order density matrix under the P-, Q-, and G-conditions was...
A variational optimization of the second-order density matrix under the P-, Q-, and G-conditions was...
A previous study of diatomic molecules revealed that variational second-order density matrix theory ...
The thesis introduces the concept of the adiabatic approximation in relation to the dynamics of the ...
We study the behavior of different functionals of the one-body reduced density matrix (1RDM) for sys...
The exponential growth of the dimension of the exact wavefunction with the size of a chemical system...
The exponential growth of the dimension of the exact wavefunction with the size of a chemical system...