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math.AT2025
Periodicity and finite complexity in higher real -theories
Zhipeng Duan, Michael A. Hill, Guchuan Li +4
In this paper, we establish periodicity results for higher real -theories at all heights and for all finite subgroups of the Morava stabilizer group at the prime 2. We further a…
math.KT2025
On higher real -theories and finite spectra
Christian Carrick, Michael A. Hill
We study higher chromatic height analogues of the connective real -theory spectrum . We show that is an fp spectrum of type in the sense of Mahowald--Rezk.…