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|Title:||Complete cohomology theories and the homology of their omega spectra|
|Authors:||Hunton, John R.|
|Citation:||Topology, 2002, 41 (5), pp.931-943|
|Abstract:||Suppose Eˆ is a spectrum obtained by the completion of a ring spectrum E at some ideal I of its coefficients E∗. We study the homology of the spectrum representing Eˆ and show that the techniques of coalgebraic algebra provide a language enabling a simple description of this homology and of the homological view of the process of completion. Results are obtained for a wide range of connective theories and the main examples of complete Landweber exact theories including that of Morava E theory.|
|Appears in Collections:||Published Articles, Dept. of Mathematics|
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