IRREDUCIBLE MODULES OVER THE E6-TYPE LIE ALGEBRA Kim, Yang-Gon;
Let L := L(G) denote the classical modular Lie algebra of -type over an algebraically closed field F of characteristic p > 5 associated with some simple and simply connected algebraic group G. After the prototypes of those for -type in , we shall search for irreducible (=simple) L-modules in this paper.
exceptional type;modular representation;
C. Curtis, Representations of Lie algebras of classical type with applications to linear groups, J. Math, and Mech. , 9 (1960), 307-326.