Events
Department of Mathematics and Statistics
Texas Tech University
N/A
I will talk about my series of research projects on geometric models for cohomology theories. I will start with the traditional definition by Eilenberg and Steenrod, in which a cohomology theory is a sequence of functors $h^n\colon{\rm Top}^{\rm op}\to{\rm Ab}$ together with coboundary maps $\partial^n\colon h^n(A)\to h^{n+1}(X/A)$ and explain how it can be generalized to better capture the geometric aspects of such theories.  | Wednesday Aug. 28 3:00 PM
| | Algebra and Number Theory No Seminar
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