T. Kurbanbaev

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20182020

sl_{2}

4 citations · 6 across the 3 of their papers we have counts for

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math.RT2019★ 2 cited

Finite-dimensional Leibniz algebra representations of $sl_{2}$

Tuuelbay Kurbanbaev, Rustam Turdibaev

All finite-dimensional Leibniz algebra bimodules of a Lie algebra $sl_{2}$ over a field of characteristic zero are described.

math.RT2018★ 4 cited

Some Leibniz bimodules of $sl_{2}$

T. Kurbanbaev, R. Turdibaev

We study complex finite-dimensional Leibniz algebra bimodule over $sl_{2}$ that as a Lie algebra module is split into a direct sum of two simple $sl_{2}$ -modules.…

Finite-dimensional Leibniz algebra representations of sl2​

Some Leibniz bimodules of sl2​

Finite-dimensional Leibniz algebra representations of $sl_{2}$

Some Leibniz bimodules of $sl_{2}$