AbstractPBW type bases of the twisted generic composition algebras of the affine valued quivers are constructed by using the Frobenius morphism
Preprojective algebras of quivers were introduced in 1979 by Gelfand and Ponomarev [GP], because for...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...
AbstractFollowing the work [B. Deng, J. Du, Frobenius morphisms and representations of algebras, Tra...
AbstractPBW type bases of the twisted generic composition algebras of the affine valued quivers are ...
AbstractLet Fq be a finite field with q elements and h(FqQ) the Ringel–Hall algebra of affine valued...
For quantum group of affine type, Lusztig gave an explicit construction of the affine canonical basi...
Abstract. We use the monomial basis theory developed in [4] to present an elementary algebraic const...
AbstractThis is the continuation of [Y. Li, Affine quivers of type A˜n and canonical bases, math.QA/...
Ringel CM. The composition algebra of a cyclic quiver. Proceedings of the London Mathematical Societ...
AbstractThe aim of this paper is to study the structure of the composition algebras of affine type. ...
AbstractWe use the idea of generic extensions to investigate the correspondence between the isomorph...
AbstractThe irreducible components of varieties parametrizing the finite dimensional representations...
Preprojective algebras of quivers were introduced in 1979 by Gelfand and Ponomarev [GP], because for...
AbstractUsing the generators labelled by simple and sincere semisimple modules for the Ringel–Hall a...
AbstractUsing the generators labelled by simple and sincere semisimple modules for the Ringel–Hall a...
Preprojective algebras of quivers were introduced in 1979 by Gelfand and Ponomarev [GP], because for...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...
AbstractFollowing the work [B. Deng, J. Du, Frobenius morphisms and representations of algebras, Tra...
AbstractPBW type bases of the twisted generic composition algebras of the affine valued quivers are ...
AbstractLet Fq be a finite field with q elements and h(FqQ) the Ringel–Hall algebra of affine valued...
For quantum group of affine type, Lusztig gave an explicit construction of the affine canonical basi...
Abstract. We use the monomial basis theory developed in [4] to present an elementary algebraic const...
AbstractThis is the continuation of [Y. Li, Affine quivers of type A˜n and canonical bases, math.QA/...
Ringel CM. The composition algebra of a cyclic quiver. Proceedings of the London Mathematical Societ...
AbstractThe aim of this paper is to study the structure of the composition algebras of affine type. ...
AbstractWe use the idea of generic extensions to investigate the correspondence between the isomorph...
AbstractThe irreducible components of varieties parametrizing the finite dimensional representations...
Preprojective algebras of quivers were introduced in 1979 by Gelfand and Ponomarev [GP], because for...
AbstractUsing the generators labelled by simple and sincere semisimple modules for the Ringel–Hall a...
AbstractUsing the generators labelled by simple and sincere semisimple modules for the Ringel–Hall a...
Preprojective algebras of quivers were introduced in 1979 by Gelfand and Ponomarev [GP], because for...
AbstractSuppose that Q is a finite quiver and G⊆Aut(Q) is a finite group, k is an algebraic closed f...
AbstractFollowing the work [B. Deng, J. Du, Frobenius morphisms and representations of algebras, Tra...
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