Title: Commutative Morava homology Hopf algebras
Authors: Hal Sadofsky, W. Stephen Wilson
Primary 16W30, 55N20
Addresses: University of Oregon, Johns Hopkins University
Email: sadofsky@math.uoregon.edu, wsw@math.jhu.edu
We give the Dieudonne module theory for
Z/(2p^n-2)-graded
bicommutative Hopf algebras over $\Fp $. These objects arise as
the Morava $K$-theory of homotopy associative, homotopy commutative $H$-spaces.