Symmetric Monoidal Categories and the Relative Lefschetz-Verdier Trace Formula
We demonstrate the importance of duality and traces in symmetric monoidal categories through a series of concrete examples.In particular,we give an introduc-tion to a new application in étale cohomology:the characterization of universal local acyclicity and the relative Lefschetz-Verdier trace formula.
symmetric monoidal categoriestracesétale cohomologyLefschetz-Verdier formula
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