On the structure of graded commutative exponential funtors
arXiv:1810.01623 · doi:10.1093/imrn/rnz301
Abstract
We investigate the structure of graded commutative exponential functors. We give applications of these structure results, including computations of the homology of the symmetric groups and of extensions in the category of strict polynomial functors.
83 pages. A few references added