The Artin exponent induced from cyclic subgroups of finite groups was studied extensively by T.Y. Lam. A Burnside ring theoretic version of Lam's results for $p$-groups was given by the author in an earlier paper. Here we look at the Artin exponent induced from the elementary abelian subgroups of finite $p$-groups using some results of A. Dress.
Construction of 2-local finite groups of a type studied by Solomon and Benson: Correction
Representations of polygons of finite groups
Cohomology of algebraic groups, finite groups, and Lie algebras: Interactions and Connections
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