Add to ORKGIn 2000, K. Saito and D. Yoshii gave a Serre-type theorem for the simply-laced elliptic Lie algebras. We extend the theorem to that for the elliptic Lie algebras associated with the (reduced marked) elliptic root systems with rank ≥ 2
AbstractThis article is to study relations between tubular algebras of Ringel and elliptic Lie algeb...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
AbstractLie Rootsystems R are introduced, with axioms which reflect properties of the rootset of a L...
In this paper, we introduce a class of Lie superalgebras g, defined with generators and relations. W...
In this paper, we introduce a class of Lie superalgebras g, defined with generators and relations. W...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
AbstractEvery semisimple Lie algebra defines a root system on the dual space of a Cartan subalgebra ...
Abstract.. Let (R,G) be a pair consisting of an elliptic root sys-tem R with a marking G. Assume tha...
International audienceWe study a class of (possibly intinite-dimensional) Lie algebras, called the Q...
International audienceWe study a class of (possibly intinite-dimensional) Lie algebras, called the Q...
AbstractThis article is to study relations between tubular algebras of Ringel and elliptic Lie algeb...
This article is based on a talk presented by the first author at the conference on Lie and Jordan Al...
Let g be a complex semisimple Lie algebra,U(g) the enveloping algebra of g and PrimU(g) the set of p...
AbstractTo any unit form q(x)=∑i=1nxi2+∑i<jqijxixj, qij∈Z, we associate a Lie algebra G˜(q)—an inter...
AbstractThis article is to study relations between tubular algebras of Ringel and elliptic Lie algeb...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
AbstractLie Rootsystems R are introduced, with axioms which reflect properties of the rootset of a L...
In this paper, we introduce a class of Lie superalgebras g, defined with generators and relations. W...
In this paper, we introduce a class of Lie superalgebras g, defined with generators and relations. W...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
AbstractEvery semisimple Lie algebra defines a root system on the dual space of a Cartan subalgebra ...
Abstract.. Let (R,G) be a pair consisting of an elliptic root sys-tem R with a marking G. Assume tha...
International audienceWe study a class of (possibly intinite-dimensional) Lie algebras, called the Q...
International audienceWe study a class of (possibly intinite-dimensional) Lie algebras, called the Q...
AbstractThis article is to study relations between tubular algebras of Ringel and elliptic Lie algeb...
This article is based on a talk presented by the first author at the conference on Lie and Jordan Al...
Let g be a complex semisimple Lie algebra,U(g) the enveloping algebra of g and PrimU(g) the set of p...
AbstractTo any unit form q(x)=∑i=1nxi2+∑i<jqijxixj, qij∈Z, we associate a Lie algebra G˜(q)—an inter...
AbstractThis article is to study relations between tubular algebras of Ringel and elliptic Lie algeb...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
AbstractLie Rootsystems R are introduced, with axioms which reflect properties of the rootset of a L...