REPRESENTATIONS OF BLOCKS ASSOCIATED TO INDUCED MODULES OF RESTRICTEDLIE-ALGEBRAS

Let (L, [p]) be a finite dimensional restricted Lie algebra over an al gebraically closed field F of characteristic p greater than or equal t o 3, and chi is an element of L be a linear form. In this article we investigate the structure and representation theory of those blocks of the reduced enveloping algebra u(L, chi) that are associated to irred ucible modules of the form u(L, chi) x (u(k, x/k)) F-lambda.