The representation of the periodic Hubbard model in the Clifford algebra leads to explicit expressions for several families of non-trivial half-filled states in any number of dimensions. A generalization of these expressions explains the structure of the spectrum of the general Hubbard hamiltonian
We describe non-relativistic fermions on the lattice (Hubbard model) in the canonical formulation us...
We consider the one-dimensional half-filled Hubbard model. We show that the excitation spectrum is g...
We consider the repulsive Hubbard model on a class of lattices or graphs for which there i...
We introduce a local formalism to deal with the Hubbard model on an N ×N square lattice (for even N)...
An iterative procedure for the explicit construction of the nontrivial subspace of all symmetry-adap...
In this article, by exploiting the unitary partial particle-hole transformations between the positiv...
We investigate the ground state (T = 0 K) of the one-dimensional symmetrical (n = 1) Hubbard model f...
In this article, based on a recent theorem by Lieb et al, we shall prove two theorems on the momentu...
We present in detail the recently developed multiconfigurational symmetrized projector quantum Monte...
In this paper, a general description for the Hubbard model with nearest-neighbor transfer integral ...
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...
In this paper we consider the one-dimensional Hubbard model and study the deviations from the ground...
We consider the one-dimensional half-filled Hubbard model. We show that the excitation spectrum is g...
We introduce a family of lattices for which the Hubbard model and its natural extensions can be quas...
We describe non-relativistic fermions on the lattice (Hubbard model) in the canonical formulation us...
We consider the one-dimensional half-filled Hubbard model. We show that the excitation spectrum is g...
We consider the repulsive Hubbard model on a class of lattices or graphs for which there i...
We introduce a local formalism to deal with the Hubbard model on an N ×N square lattice (for even N)...
An iterative procedure for the explicit construction of the nontrivial subspace of all symmetry-adap...
In this article, by exploiting the unitary partial particle-hole transformations between the positiv...
We investigate the ground state (T = 0 K) of the one-dimensional symmetrical (n = 1) Hubbard model f...
In this article, based on a recent theorem by Lieb et al, we shall prove two theorems on the momentu...
We present in detail the recently developed multiconfigurational symmetrized projector quantum Monte...
In this paper, a general description for the Hubbard model with nearest-neighbor transfer integral ...
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...
In this paper we consider the one-dimensional Hubbard model and study the deviations from the ground...
We consider the one-dimensional half-filled Hubbard model. We show that the excitation spectrum is g...
We introduce a family of lattices for which the Hubbard model and its natural extensions can be quas...
We describe non-relativistic fermions on the lattice (Hubbard model) in the canonical formulation us...
We consider the one-dimensional half-filled Hubbard model. We show that the excitation spectrum is g...
We consider the repulsive Hubbard model on a class of lattices or graphs for which there i...