A quasi-one-dimensional spin model that consists of a chain of octahedra of spins has been suggested, for which in a certain parameter regime of the Hamiltonian the ground state can be written down exactly. The ground state is highly degenerate and can be other than a singlet. Also, several excited states can be constructed exactly. The ground state is a local resonating valence bond state for which resonance is confined to rings of spins. Some exact numerical results for an octahedron of spins have also been reported
We present some exact results for the ground state of a quantum mechanical antiferromagnetic model i...
An antiferromagnetic spin model (S=1/2) consisting of a chain of octahedra is considered. In a certa...
We use the matrix product approach to construct all optimum ground states of general anisotropic sp...
Two spin models in two dimensions are constructed for which the exact ground states can be written d...
Inspired by the exact solution of the Majumdar-Ghosh model, a family of one-dimensional, translation...
Exact expressions are derived for some excited states in a linear quantum spin system for which the ...
Some frustrated spin models in two dimension are constructed, the ground state of which can be deter...
An antiferromagnetic spin model (S=1/2) consisting of a chain of octahedra is considered. In a certa...
Exact ground states are constructed for a class of linear antiferromagnetic spin systems with isotro...
Abstract. We consider a class of geometrically frustrated Heisenberg spin systems which admit exact ...
We study a class of one-dimensional antiferromagnetic quantum spin-1/2 models using DMRG. The exchan...
We demonstrate how to construct a large class of interacting quantum systems for which an exact solu...
The sequences of ground states in frustrated antiferromagnetic rings with odd number of local spins ...
Exact ground states are constructed for a class of linear antiferromagnetic spin systems with isotro...
We use the matrix product formalism to find exact ground states of two new spin-1 quantum chains wit...
We present some exact results for the ground state of a quantum mechanical antiferromagnetic model i...
An antiferromagnetic spin model (S=1/2) consisting of a chain of octahedra is considered. In a certa...
We use the matrix product approach to construct all optimum ground states of general anisotropic sp...
Two spin models in two dimensions are constructed for which the exact ground states can be written d...
Inspired by the exact solution of the Majumdar-Ghosh model, a family of one-dimensional, translation...
Exact expressions are derived for some excited states in a linear quantum spin system for which the ...
Some frustrated spin models in two dimension are constructed, the ground state of which can be deter...
An antiferromagnetic spin model (S=1/2) consisting of a chain of octahedra is considered. In a certa...
Exact ground states are constructed for a class of linear antiferromagnetic spin systems with isotro...
Abstract. We consider a class of geometrically frustrated Heisenberg spin systems which admit exact ...
We study a class of one-dimensional antiferromagnetic quantum spin-1/2 models using DMRG. The exchan...
We demonstrate how to construct a large class of interacting quantum systems for which an exact solu...
The sequences of ground states in frustrated antiferromagnetic rings with odd number of local spins ...
Exact ground states are constructed for a class of linear antiferromagnetic spin systems with isotro...
We use the matrix product formalism to find exact ground states of two new spin-1 quantum chains wit...
We present some exact results for the ground state of a quantum mechanical antiferromagnetic model i...
An antiferromagnetic spin model (S=1/2) consisting of a chain of octahedra is considered. In a certa...
We use the matrix product approach to construct all optimum ground states of general anisotropic sp...