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Mike Hill
A New Hopf Algebra for Computing tmf Homology and the tmf homology of B\Sigma_3
Abstract:
I present a Hopf algebra developed by Andre and me and used for
computing the $tmf$ homology of a space or spectrum. This is done using a
variant of the Adams spectral sequence in the world of $tmf$-module spectra.
Following a presentation of this, I will show an application, using this to
show that the $tmf$ homology of the cofiber of the transfer map
$B\Sigma_3->S^0$ is a torsion free indecomposable module over $tmf_*$.
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