Add to ORKGWe discuss the construction of the Verma basis of the enveloping algebra and of finite dimensional representations of the Lie algebra An. We give an alternate proof of so-called Verma inequalities to the one given in [1] by P. Littelmann
We construct every finite-dimensional irreducible representation of the simple Lie algebra of type $...
In the paper we present a different proof of the theorem of B. L. Feigin and D. B. Fuchs about the s...
In this paper, we investigate extensions between graded Verma modules in the BGG category $\mathcal{...
We discuss the construction of the Verma basis of the enveloping algebra and of finite dimensional r...
In this work we study the highest weight representations of finite dimensional semisimple Lie algebra...
We’ll now start the study of arbitrary irreducible representations of higher rank compact Lie groups...
Starting from the Verma modules of the algebra B2 we explicitly construct factor representations of ...
This textbook treats Lie groups, Lie algebras and their representations in an elementary but fully r...
We consider the principal subspaces of certain level $k\geqslant 1$ integrable highest weight module...
Let G be a finite dimensional semisimple Lie algebra; we study the class of infinite dimensional rep...
AbstractWe construct a basis for irreducible representations of the complex Lie algebra sLn + 1. The...
AbstractFor complex simple finite-dimensional Lie algebras we study the structure of generalized Ver...
V této práci se zabýváme konstrukcí Chevalleyovy báze prosté Lieovy algebry. Vyřešení tohoto problém...
We describe the structure and different features of Lie algebras in the Verlinde category, obtained ...
Applying the Poincare-Birkhoff-Witt property and the Groebner-Shirshov bases technique, we find the ...
We construct every finite-dimensional irreducible representation of the simple Lie algebra of type $...
In the paper we present a different proof of the theorem of B. L. Feigin and D. B. Fuchs about the s...
In this paper, we investigate extensions between graded Verma modules in the BGG category $\mathcal{...
We discuss the construction of the Verma basis of the enveloping algebra and of finite dimensional r...
In this work we study the highest weight representations of finite dimensional semisimple Lie algebra...
We’ll now start the study of arbitrary irreducible representations of higher rank compact Lie groups...
Starting from the Verma modules of the algebra B2 we explicitly construct factor representations of ...
This textbook treats Lie groups, Lie algebras and their representations in an elementary but fully r...
We consider the principal subspaces of certain level $k\geqslant 1$ integrable highest weight module...
Let G be a finite dimensional semisimple Lie algebra; we study the class of infinite dimensional rep...
AbstractWe construct a basis for irreducible representations of the complex Lie algebra sLn + 1. The...
AbstractFor complex simple finite-dimensional Lie algebras we study the structure of generalized Ver...
V této práci se zabýváme konstrukcí Chevalleyovy báze prosté Lieovy algebry. Vyřešení tohoto problém...
We describe the structure and different features of Lie algebras in the Verlinde category, obtained ...
Applying the Poincare-Birkhoff-Witt property and the Groebner-Shirshov bases technique, we find the ...
We construct every finite-dimensional irreducible representation of the simple Lie algebra of type $...
In the paper we present a different proof of the theorem of B. L. Feigin and D. B. Fuchs about the s...
In this paper, we investigate extensions between graded Verma modules in the BGG category $\mathcal{...