We solve analytically the N×N square lattice Hubbard model for even N at half-filling and weak coupling by a new approach. The exact ground-state wave function provides an intriguing and appealing picture of the antiferromagnetic order. Like at strong coupling, the ground state has total momentum Ktot=(0,0) and transforms as an s wave for even N/2 and as a d wave otherwise
We investigate the ionic Hubbard model (IHM) at half-filling in the limit of strong correlations and...
A new method for simulating strongly correlated fermionic systems, has been applied to the study of ...
We present some exact results for the ground state of a quantum mechanical antiferromagnetic model i...
We solve analytically the N×N square lattice Hubbard model for even N at half-filling and weak coupl...
We solve analytically the N £ N square lattice Hubbard model for even N at half-filling and weak cou...
We introduce a local formalism to deal with the Hubbard model on an N ×N square lattice (for even N)...
As a prototype model of antiferromagnetism, we propose a repulsive Hubbard Hamiltonian defined on a ...
We introduce a local formalism, in terms of eigenstates of number operators, having well defined po...
We investigate the ground state (T = 0 K) of the one-dimensional symmetrical (n = 1) Hubbard model f...
We derive explicit spin and charge correlation functions of the N×N Hubbard model from a recently ob...
A general method to construct basis functions for fermionic systems which possess the U(1), SU(2) an...
We investigate the ionic Hubbard model (IHM) at half-filling in the limit of strong correlations and...
A new method for simulating strongly correlated fermionic systems, has been applied to the study of ...
We present some exact results for the ground state of a quantum mechanical antiferromagnetic model i...
We solve analytically the N×N square lattice Hubbard model for even N at half-filling and weak coupl...
We solve analytically the N £ N square lattice Hubbard model for even N at half-filling and weak cou...
We introduce a local formalism to deal with the Hubbard model on an N ×N square lattice (for even N)...
As a prototype model of antiferromagnetism, we propose a repulsive Hubbard Hamiltonian defined on a ...
We introduce a local formalism, in terms of eigenstates of number operators, having well defined po...
We investigate the ground state (T = 0 K) of the one-dimensional symmetrical (n = 1) Hubbard model f...
We derive explicit spin and charge correlation functions of the N×N Hubbard model from a recently ob...
A general method to construct basis functions for fermionic systems which possess the U(1), SU(2) an...
We investigate the ionic Hubbard model (IHM) at half-filling in the limit of strong correlations and...
A new method for simulating strongly correlated fermionic systems, has been applied to the study of ...
We present some exact results for the ground state of a quantum mechanical antiferromagnetic model i...