Hopf superalgebra structure for Drinfeld super Yangian of Lie superalgebra $B(m,n)$
Alexander Mazurenko
TL;DR
This paper constructs a Hopf superalgebra structure for the Drinfeld super Yangian of the Lie superalgebra B(m,n), providing a unified approach relative to all Borel subalgebras.
Contribution
It introduces a simplified definition of Drinfeld super Yangians and establishes their Hopf superalgebra structure for B(m,n).
Findings
Unified Hopf superalgebra structure for B(m,n) Yangians.
Simplified definition of Drinfeld super Yangians.
Framework applicable to all Borel subalgebras.
Abstract
We construct a Hopf superalgebra structure for a Drinfeld super Yangian of Lie superalgebra relative to all possible choices of Borel subalgebras. In order to do this we introduce a simplified definition of Drinfeld super Yangians.
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Taxonomy
TopicsAdvanced Topics in Algebra · Algebraic structures and combinatorial models · Carbohydrate Chemistry and Synthesis