Lilit G. Martirosyan

activity

20132026

most citedThe representation theory of the exceptional Lie superalgebras F(4) and G(3)

4 citations · 4 across the 5 of their papers we have counts for

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math.RT2025

Simple $B_{4}$ representations associated to cyclotomic Hecke algebras

Lilit Martirosyan, Hans Wenzl

We determine the structure of the cyclotomic Hecke algebra corresponding to the complex reflection group $G_{25}$ also when it is not semisimple, as long as the generators are diag…

math.RT2016

Affine $G_{2}$ Centralizer Algebras

Lilit Martirosyan, Hans Wenzl

We show that $End_{U} (V_{λ} \otimes V^{\otimes n})$ is generated by the affine braid group $A B_{n}$ where $U = U_{q} g (G_{2})$ , $V$ is its 7-dimensional irreducible r…

math.RT2013★ 4 cited

The representation theory of the exceptional Lie superalgebras F(4) and G(3)

Lilit Martirosyan

This paper is a resolution of three related problems proposed by Yu. I. Manin and V. Kac for the so-called {\it{exceptional}} Lie superalgebras F(4) and G(3). The first problem pos…

Simple B4​ representations associated to cyclotomic Hecke algebras

Affine G2​ Centralizer Algebras

The representation theory of the exceptional Lie superalgebras F(4) and G(3)

Simple $B_{4}$ representations associated to cyclotomic Hecke algebras

Affine $G_{2}$ Centralizer Algebras