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After postdocs at Purdue and Wesleyan Universities, Dr. Daniel Davis came to UL Lafayette in Fall 2007. His research interests are in algebraic topology, with a focus on stable homotopy theory, especially from the chromatic perspective. His work often relates to developing the theory of spectra with a continuous action by a profinite group.

Ph.D., 2003 
Northwestern ÑÇÖÞ×ÔοÊÓƵ

M.S., 1997 
ÑÇÖÞ×ÔοÊÓƵ of Illinois, Urbana-Champaign

B.A., 1994 
Vanderbilt ÑÇÖÞ×ÔοÊÓƵ

• Algebraic topology with a focus on stable homotopy theory, specially from the chromatic perspective
• Theory of spectra with a continuous action by a profinite group

• Davis, Daniel G. and Quick, Gereon, , Algebr. Geom. Topol., 16 (2016) no. 4,2257--2303.
• Davis, Daniel G. and Lawson, Tyler, , Glasg. Math. J., 56 (2014) no. 2,369--380.
• Davis, Daniel G. and Lawson, Tyler, , Geom. Topol., 18 (2014) no. 1,103--140.
• Davis, Daniel G., , New York J. Math., 19 (2013),909--924
• Davis, Daniel G. and Torii, Takeshi, , Proc. Amer. Math. Soc., 140 (2012) no. 3,1097--1103.