TL;DR
This paper demonstrates a method to recover the n-th Morava E-cohomology of a finite spectrum from the (n+1)-st Morava E-cohomology, revealing a hierarchical relationship between these cohomology theories.
Contribution
It establishes a new connection between Morava E-theories at different heights, showing how higher-level cohomology can determine lower-level cohomology for finite spectra.
Findings
n-th Morava E-cohomology can be recovered from (n+1)-st Morava E-cohomology
Provides a recursive relationship between Morava E-theories
Enhances understanding of the structure of Morava stabilizer group actions
Abstract
In this note we show that the n-th Morava E-cohomology group of a finite spectrum with action of the n-th Morava stabilizer group can be recovered from the (n+1)-st Morava E-cohomology group with action of the (n+1)-st Morava stabilizer group.
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Taxonomy
TopicsMulti-Agent Systems and Negotiation · Logic, programming, and type systems · Natural Language Processing Techniques