It is shown that a class of Dirac operators acting in the abstract Boson-Fermion Fock space, which were introduced in a previous paper (A.Arai, J.Funct.Anal. 105(1992), 342-408), is essentially self-adjoint. The result is applied to the Wess-Zumino models of supersymmetric quantum field theory to prove the essential self-adjointness of their supercharges and Hamiltonians
An operator theoretical analysis is made on the representation of the supersymmetry(SUSY) algebra o...
AbstractA general class of infinite dimensional Dirac operators is defined in an abstract Boson-Ferm...
We consider the descendants of self-adjointly extended Hamiltonians in supersymmetric quantum mechan...
Infinite dimensional analysis is developed on an abstract Boson-Fermion Fock space. A general class ...
We develop an abstract theory on factorization of nonnegative self-adjoint operators in terms of abs...
AbstractA general class of infinite dimensional Dirac operators is defined in an abstract Boson-Ferm...
We establish general theorems on locating the essential spectrum of a self-adjoint operator of the f...
AbstractWe establish general theorems on locating the essential spectrum of a self-adjoint operator ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
An operator theoretical analysis is made on the representation of the supersymmetry(SUSY) algebra o...
AbstractA general class of infinite dimensional Dirac operators is defined in an abstract Boson-Ferm...
We consider the descendants of self-adjointly extended Hamiltonians in supersymmetric quantum mechan...
Infinite dimensional analysis is developed on an abstract Boson-Fermion Fock space. A general class ...
We develop an abstract theory on factorization of nonnegative self-adjoint operators in terms of abs...
AbstractA general class of infinite dimensional Dirac operators is defined in an abstract Boson-Ferm...
We establish general theorems on locating the essential spectrum of a self-adjoint operator of the f...
AbstractWe establish general theorems on locating the essential spectrum of a self-adjoint operator ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
In this paper we provide a criterion of essential self-adjointness for operators in the tensor produ...
An operator theoretical analysis is made on the representation of the supersymmetry(SUSY) algebra o...
AbstractA general class of infinite dimensional Dirac operators is defined in an abstract Boson-Ferm...
We consider the descendants of self-adjointly extended Hamiltonians in supersymmetric quantum mechan...
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