The ground–state wave function and energy are calculated for two electrons subject to a one-band Hubbard Hamiltonian on a one dimensional lattice containing N electronic sites, N = 2,3,4,5,6, and a 3 x 3 cluster of the square lattice, using perturbation and variational methods. The results from these two approximation methods are then compared with the result from exact calculational method. Journal of the Nigerian Association of Mathematical Physics Vol. 10 2006: pp. 583-59
In this paper we have introduced a variational approach to investigate the ground state of a model ...
It was recently proposed to use variational functionals based on many-body perturbation theory for t...
It was recently proposed to use variational functionals based on many-body perturbation theory for t...
[[abstract]]The accurate analytical and numerical calculations of the electronic band structure and ...
An attempt is made in this work to extend the correlated variational approach of Chen and Mei [1], w...
The variational-perturbation method is applied to the study of angular correlations between electron...
The binding energy of the ground state of four-electron systems is investigated in the framework of ...
The single-band Hubbard model was studied in one dimensional lattice system which consist only of tw...
The constrained path Monte Carlo method was used to solve the Hubbard model for strongly correlated ...
We introduce a new lattice version of the Correlated Basis Function ( CBF) approach for the study of...
We introduce a new lattice version of the Correlated Basis Function ( CBF) approach for the study of...
Using field theoretical methods models of strongly correlated electrons have been investigated. Appl...
The single-band Hubbard Hamiltonian study faces a serious limitation and difficulty as we move away ...
The single-band Hubbard Hamiltonian study faces a serious limitation and difficulty as we move away ...
We study the one-band Hubbard model in a three dimensional simple cubic lattice, with periodic bound...
In this paper we have introduced a variational approach to investigate the ground state of a model ...
It was recently proposed to use variational functionals based on many-body perturbation theory for t...
It was recently proposed to use variational functionals based on many-body perturbation theory for t...
[[abstract]]The accurate analytical and numerical calculations of the electronic band structure and ...
An attempt is made in this work to extend the correlated variational approach of Chen and Mei [1], w...
The variational-perturbation method is applied to the study of angular correlations between electron...
The binding energy of the ground state of four-electron systems is investigated in the framework of ...
The single-band Hubbard model was studied in one dimensional lattice system which consist only of tw...
The constrained path Monte Carlo method was used to solve the Hubbard model for strongly correlated ...
We introduce a new lattice version of the Correlated Basis Function ( CBF) approach for the study of...
We introduce a new lattice version of the Correlated Basis Function ( CBF) approach for the study of...
Using field theoretical methods models of strongly correlated electrons have been investigated. Appl...
The single-band Hubbard Hamiltonian study faces a serious limitation and difficulty as we move away ...
The single-band Hubbard Hamiltonian study faces a serious limitation and difficulty as we move away ...
We study the one-band Hubbard model in a three dimensional simple cubic lattice, with periodic bound...
In this paper we have introduced a variational approach to investigate the ground state of a model ...
It was recently proposed to use variational functionals based on many-body perturbation theory for t...
It was recently proposed to use variational functionals based on many-body perturbation theory for t...