Parabolic presentations of the modular super Yangian \(Y_{M|N}\) for arbitrary \(0^{M}1^{N}\)-sequences

Let \(\mu \) be an arbitrary composition of \(M+N\) and let \(\mathfrak {s}\) be an arbitrary \(0^{M}1^{N}\)-sequence. The present paper is devoted to extending parabolic presentations, depending on \(\mu \) and \(\mathfrak {s}\), of the super Yangian \(Y_{M|N}\) associated with the general linear Lie superalgebra \({\mathfrak g\mathfrak l}_{M|N}\), to a field of positive characteristic.