78 citations · 265 across the 23 of their papers we have counts for
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Homology of the Lie algebra
A. Fialowski, K. Iohara
In this note we compute the homology of the Lie algebra where is an associative unital -algebra which is used in higher dimensional soliton theory.…
Singular Degenerations of Lie Supergroups of Type
Kenji Iohara, Fabio Gavarini
The complex Lie superalgebras of type - also denoted by - are usually considered for "non-singular" values of the parameter ,…
Temperley-Lieb at roots of unity, a fusion category and the Jones quotient
K. Iohara, G. I. Lehrer, R. B. Zhang
When the parameter is a root of unity, the Temperley-Lieb algebra is non-semisimple for almost all . In this work, using cellular methods, we give explicit generat…
The Jones quotients of the Temperley-Lieb algebras
K. Iohara, G. I. Lehrer, R. B. Zhang
When the parameter is a root of unity, the Temperley-Lieb algebra is non-semisimple for almost all . Jones showed that there is a canonical symmetric bilinear form…