Drinfeld Yangian of the queer Lie superalgebra. I
Vladimir Stukopin

TL;DR
This paper defines the Drinfeld Yangian for the queer Lie superalgebra as a quantization of a twisted polynomial current Lie bisuperalgebra, constructing a new generator system and proving isomorphism with Nazarov's Yangian in a special case.
Contribution
It introduces a new construction of the Drinfeld Yangian for the queer Lie superalgebra and proves its equivalence to Nazarov's Yangian in a specific instance.
Findings
Construction of the Drinfeld Yangian for the queer Lie superalgebra.
Development of a new generator system for this Yangian.
Proof of isomorphism with Nazarov's Yangian for the case of $sq_1$.
Abstract
Drinfeld Yangian of a queer Lie superalgebra is defined as the quantization of a Lie bisuperelgebra of twisted polynomial currents. An analogue of the new system of generators of Drinfeld is being constructed. It is proved for the partial case Lie superalgebra that this so defined Yangian and the Yangian, introduced earlier by M. Nazarov using the Faddeev-Reshetikhin-Takhtadzhjan approach, are isomorphic.
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