Commutative Morava homology Hopf algebras
Hal Sadofsky
University of Oregon
Eugene, OR, 97403
sadofsky@math.uoregon.edu
W. Stephen Wilson
Johns Hopkins University
Baltimore, Maryland 21218
wsw@math.jhu.edu
We give the Dieudonn\'e module theory for Z/2(p^n-1)-graded
bicommutative Hopf algebras over F_p. These objects arise as
the Morava K-theory of homotopy associative, homotopy
commutative H-spaces.