Author: J.P.C.Greenlees 
Title: ``Tate cohomology in axiomatic stable homotopy theory.''
Length: 18 pp
Abstract: Any smashing localization gives in an axiomatic stable
homotopy theory in the sense of Hovey-Palmieri-Strickland gives rise to 
a Tate theory. Various known versions of Tate cohomology (for example in 
commutative algebra, in the cohomology of groups, in equivariant homotopy 
theory and in chromatic stable homotopy theory) are considered
from this point of view.
Status: Submitted for publication.