You need to enable JavaScript to run this app.
Sign Up
Home
Trending
Discover
Bookmarks
Keep Up With Top Trending Papers In CS / AI / ML ...
Source arXiv
Algebraic Topology
The Eilenberg-MacLane Spectrum as an Equivalent to the Thom Spectrum
A $C_2$-equivariant analog of Mahowald's Thom spectrum theorem
We prove that the eilenberg-maclane spectrum associated to the constant mackey functor is equivalent to a thomspectrum over .
Authors
Mark Behrens, Dylan Wilson
Related Topics
Constant mackey functor
Read the Paper
Read Paper
Sign Up
Home
Trending
Discover
Bookmarks
β Recommended Members
More
β Latest Activity
More
The Eilenberg-MacLane Spectrum as an Equivalent to the Thom Spectrum - 42Papers
Read Related Papers
The Eilenberg-Mac Lane Sequence
A description of the factorizationy and topological Hochschild cohomology of loop maps where is a loop space
Repronunciation of a Theorem of Mahowald
The spectrum of derived Mackey functors
The topological Hochschildy of ring spectra that arise as Thom spectra for loop maps f: XBF
A theory of functors on epiorbital categories and a theory of stratifications of a stable along a finite poset
Not-necessarily-commutative bialgebras and their categories of comodules
Hyper spectral functors with a well-behaved symmetric monoidal structure
Connectivity Structures for Associative Spectrums
The Euclidean case integraly of the isometry group with Steinberg module