Super-Chevalley Restriction and Relative Lie Algebra Cohomology over the 2|3 Algebra

Chi-Ming Chang

Let $A:=\mathbb{C}[z_{+},z_{-}]\otimes \hat{I}›(\hat{I}{¸}_1,\hat{I}{¸}_2,\hat{I}{¸}_3)$, with $z_{\pm }$ even and $\hat{I}{¸}_1,\hat{I}{¸}_2,\hat{I}{¸}_3$ odd. For a reductive Lie algebra $\mathfrak{g}$, let $\mathfrak g[A]:=\mathfrak g\otim…