In this paper an explicit expression is determined for the elliptic higher spin Dirac operator, acting on functions f(x) taking values in an arbitrary irreducible finite-dimensional module for the group Spin(m) characterized by a half-integer highest weight. Also a special class of solutions of these operators is constructed, and the connection between these solutions and transvector algebras is explained
The aim of this doctoral thesis is to study the construction and some properties of a specic higher ...
The paper is devoted to a study of properties of homogeneous solutions of massless field equation in...
In this paper we establish an interesting relationship between the classical hypergeometric function...
In a series of recent papers, we have introduced higher spin Dirac operators, which are far-reaching...
The higher spin Dirac operator Q_{k,l} acting on functions taking values in an irreducible represent...
In this paper, we define twisted higher spin Dirac operators and explain how these invariant differe...
In this contribution, we introduce higher spin Dirac operators, i.e. a specific class of differentia...
In the Clifford analysis context a specific type of solution for the higher spin Dirac operators Q(k...
The polynomial null solutions are studied of the higher spin Dirac operator Q_k;l acting on function...
In this paper, an explicit expression is obtained for the conformally invariant higher spin Laplace ...
summary:Polynomials on $\Bbb R^n$ with values in an irreducible $\operatorname{Spin}_n$-module form ...
Fundamental solutions of Dirac type operators are introduced for a class of conformally. at spin man...
This paper deals with the higher spin Dirac operator Q(2,1) acting on functions taking values in an ...
The fundamental solution is constructed of a particular higher spin operator in Rm, acting on functi...
We explicitly realize the higher spin Dirac operators acting on polynomials with values in spaces of...
The aim of this doctoral thesis is to study the construction and some properties of a specic higher ...
The paper is devoted to a study of properties of homogeneous solutions of massless field equation in...
In this paper we establish an interesting relationship between the classical hypergeometric function...
In a series of recent papers, we have introduced higher spin Dirac operators, which are far-reaching...
The higher spin Dirac operator Q_{k,l} acting on functions taking values in an irreducible represent...
In this paper, we define twisted higher spin Dirac operators and explain how these invariant differe...
In this contribution, we introduce higher spin Dirac operators, i.e. a specific class of differentia...
In the Clifford analysis context a specific type of solution for the higher spin Dirac operators Q(k...
The polynomial null solutions are studied of the higher spin Dirac operator Q_k;l acting on function...
In this paper, an explicit expression is obtained for the conformally invariant higher spin Laplace ...
summary:Polynomials on $\Bbb R^n$ with values in an irreducible $\operatorname{Spin}_n$-module form ...
Fundamental solutions of Dirac type operators are introduced for a class of conformally. at spin man...
This paper deals with the higher spin Dirac operator Q(2,1) acting on functions taking values in an ...
The fundamental solution is constructed of a particular higher spin operator in Rm, acting on functi...
We explicitly realize the higher spin Dirac operators acting on polynomials with values in spaces of...
The aim of this doctoral thesis is to study the construction and some properties of a specic higher ...
The paper is devoted to a study of properties of homogeneous solutions of massless field equation in...
In this paper we establish an interesting relationship between the classical hypergeometric function...