In this paper we present a computation (done by the author in 1983) which yields a multiplicity one statement for the irreducible representations of a finite spin group which, in turn, yields the classification of the irreducible representations of a finite spin group
The purpose of this thesis is introduce the reader to representations of finite algebra groups and s...
We explicitly calculate the triangle inequalities for the group PSO(8). Therefore we explic...
We establish a one-to-one correspondence between the irreducible finite degree partial representatio...
We review an elementary approach to the construction of all irreducible representations of the fin...
One of the most important aspects of Clifford algebras is that they can be used to explicitly constr...
A recurrent method for irreducible representation calculation of five-dimensional quasispin group SO...
Properties of a given symmetry group G are very important in investigation of a physical system inva...
A systematic method is presented for constructing the irreducible multiplier representations (ray re...
AbstractLet G be a finite group. It is easy to compute the character of G corresponding to a given c...
In this thesis we study the representation theory of finite groups and more specifically some aspect...
Abstract. We \u85nd all irreducible representations of the Heisenberg group over a \u85nite \u85eld....
<p>This paper mainly focuses on group of order 8. A set of irreducible<br>representations represents...
The object of the theory of Group Representation is the study of all homomorphisms of a given group ...
We provide a formal framework for the theory of representations of finite groups, as modules over th...
The aim of his thesis is to construct matrix representations of the Lie groups Spin(n) = Spin(0, n, ...
The purpose of this thesis is introduce the reader to representations of finite algebra groups and s...
We explicitly calculate the triangle inequalities for the group PSO(8). Therefore we explic...
We establish a one-to-one correspondence between the irreducible finite degree partial representatio...
We review an elementary approach to the construction of all irreducible representations of the fin...
One of the most important aspects of Clifford algebras is that they can be used to explicitly constr...
A recurrent method for irreducible representation calculation of five-dimensional quasispin group SO...
Properties of a given symmetry group G are very important in investigation of a physical system inva...
A systematic method is presented for constructing the irreducible multiplier representations (ray re...
AbstractLet G be a finite group. It is easy to compute the character of G corresponding to a given c...
In this thesis we study the representation theory of finite groups and more specifically some aspect...
Abstract. We \u85nd all irreducible representations of the Heisenberg group over a \u85nite \u85eld....
<p>This paper mainly focuses on group of order 8. A set of irreducible<br>representations represents...
The object of the theory of Group Representation is the study of all homomorphisms of a given group ...
We provide a formal framework for the theory of representations of finite groups, as modules over th...
The aim of his thesis is to construct matrix representations of the Lie groups Spin(n) = Spin(0, n, ...
The purpose of this thesis is introduce the reader to representations of finite algebra groups and s...
We explicitly calculate the triangle inequalities for the group PSO(8). Therefore we explic...
We establish a one-to-one correspondence between the irreducible finite degree partial representatio...
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