Endomorphisms of Exotic Models
Eugenia Ellis, Constanze Roitzheim, Laura Scull, Carolyn Yarnall
TL;DR
This paper explicitly computes the endomorphism differential graded algebra of Franke's exotic algebraic model for the $K$-local stable homotopy category at odd primes, providing detailed algebraic structure.
Contribution
It provides the first explicit description of the endomorphism dga for Franke's exotic model, including generators, differentials, and products.
Findings
Explicit generators, differentials, and products for the endomorphism dga.
Detailed algebraic structure of Franke's exotic model.
Enhanced understanding of the $K$-local stable homotopy category at odd primes.
Abstract
We calculate the endomorphism dga of Franke's exotic algebraic model for the -local stable homotopy category at odd primes. We unravel its original abstract structure to give explicit generators, differentials and products.
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