Odd reflections in the Yangian associated with $$\mathfrak {gl}(m|n)$$

The odd reflections are an effective tool in the Lie superalgebra representation theory, as they relate non-conjugate Borel subalgebras. We introduce analogues of for Yangian \( \mathrm{Y}(\mathfrak {gl}_{m|n})\) and use them to produce a transition rule parameters highest weight modules corresponding change parity sequence. This leads description finite-dimensional irreducible representations associated with arbitrary