Daniel G. Davis

activity

20052023

most citedCommutative ring objects in pro-categories and generalized Moore spectra

18 citations · 51 across the 22 of their papers we have counts for

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Showing 2012Show all

2 papers · 1 filter

math.AT2012

A descent spectral sequence for arbitrary K(n)-local spectra with explicit $E_{2}$ -term

Daniel G. Davis, Tyler Lawson

Let n be any positive integer and p any prime. Also, let X be any spectrum and let K(n) denote the nth Morava K-theory spectrum. Then we construct a descent spectral sequence with…

math.AT2012★ 18 cited

Commutative ring objects in pro-categories and generalized Moore spectra

Daniel G. Davis, Tyler Lawson

We develop a rigidity criterion to show that in simplicial model categories with a compatible symmetric monoidal structure, operad structures can be automatically lifted along cert…

A descent spectral sequence for arbitrary K(n)-local spectra with explicit E2​-term

Commutative ring objects in pro-categories and generalized Moore spectra

A descent spectral sequence for arbitrary K(n)-local spectra with explicit $E_{2}$ -term