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Log Hochschild Homology of Categorical Products and Coproducts

Vågset, Erlend Raa
Master thesis
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master thesis (671.4Kb)
URI
https://hdl.handle.net/1956/16370
Date
2017-07-26
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  • Department of Mathematics [1042]
Abstract
As the front page implies, this is a thesis about log Hochschild homology. Our primary goal will be to understand how the log Hochschild homology groups acts on products and coproducts in the category of commutative pre-log algebras. We will prove that the log Hochschild homology commutes with products, and we shall formulate and prove a K¨unneth Theorem for log Hochschild homology. These results allows for the computation of the log Hochschild homology of complicated pre-log algebras that have been constructed from components we already understand by the process of taking products and coproducts.
Publisher
The University of Bergen
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