Brown-Comenetz duality and the Adams spectral sequence
by Mark Mahowald and Charles Rezk
(mark@math.nwu.edu, rezk@math.nwu.edu)
May 15, 1998
We show that the class of $p$-complete connective spectra with
finitely presented cohomology over the Steenrod algebra admits a
duality theory related to Brown-Comenetz duality. This construction
also produces a full-plane version of the classical Adams spectral
sequence for such spectra, which converges to the homotopy groups of a
``finite'' localization.