We have studied the Hubbard model which is a model that is used to describe the physics of strongly correlated Fermions systems. Using the Hubbard model, we worked on some systems in one dimension (1-D) at half fillings. We employed the numerical exact diagonalization technique and found out that there was a transition from metallic state to a superconducting state as we move from the positive value of the On-site interaction strength to the negative value of the On-site interaction strength U.Keywords: Hubbard model, exact diagonalization, superconducting state and interaction strengthJournal of the Nigerian Association of Mathematical Physics, Volume 19 (November, 2011), pp 571 – 57
The superconducting transition temperature is calculated on the simplest one-band Hubbard model with...
We study unconventional superconductivity in two-dimensional systems. Unbiased numerical calculation...
Highly Frustrated Magnetism 2006 (HFM 2006). Osaka, Japan, 2006-8-15/19.Using the numerical diagonal...
Proceedings of the International Conference on Strongly Correlated Electrons with Orbital Degrees of...
Using the numerical diagonalization method, we investigate superconductivity and related ferromagnet...
Hubbard model is an important model in the theory of strongly correlated electron systems. In this ...
Using the numerical diagonalization method, we investigate superconductivity and related ferromagnet...
Using the numerical diagonalization method, we investigate the ferromagnetism and the superconductiv...
Electronic states in the two-band Hubbard model with infinite dimensions are investigated by using t...
In this thesis, techniques of functional integration are applied to the construction of effective fi...
We present a new model describing strongly correlated electrons on a general d-dimensional lattice. ...
We consider a model of strongly correlated electrons that exhibits superconductivity. It differs fro...
We consider a model of strongly correlated electrons that exhibits superconductivity. It differs fro...
We investigate electronic states of the one-dimensional two-orbital Hubbard model with band splittin...
We investigate electronic states of the one-dimensional two-orbital Hubbard model with band splittin...
The superconducting transition temperature is calculated on the simplest one-band Hubbard model with...
We study unconventional superconductivity in two-dimensional systems. Unbiased numerical calculation...
Highly Frustrated Magnetism 2006 (HFM 2006). Osaka, Japan, 2006-8-15/19.Using the numerical diagonal...
Proceedings of the International Conference on Strongly Correlated Electrons with Orbital Degrees of...
Using the numerical diagonalization method, we investigate superconductivity and related ferromagnet...
Hubbard model is an important model in the theory of strongly correlated electron systems. In this ...
Using the numerical diagonalization method, we investigate superconductivity and related ferromagnet...
Using the numerical diagonalization method, we investigate the ferromagnetism and the superconductiv...
Electronic states in the two-band Hubbard model with infinite dimensions are investigated by using t...
In this thesis, techniques of functional integration are applied to the construction of effective fi...
We present a new model describing strongly correlated electrons on a general d-dimensional lattice. ...
We consider a model of strongly correlated electrons that exhibits superconductivity. It differs fro...
We consider a model of strongly correlated electrons that exhibits superconductivity. It differs fro...
We investigate electronic states of the one-dimensional two-orbital Hubbard model with band splittin...
We investigate electronic states of the one-dimensional two-orbital Hubbard model with band splittin...
The superconducting transition temperature is calculated on the simplest one-band Hubbard model with...
We study unconventional superconductivity in two-dimensional systems. Unbiased numerical calculation...
Highly Frustrated Magnetism 2006 (HFM 2006). Osaka, Japan, 2006-8-15/19.Using the numerical diagonal...