Abstract
For a reciprocity functor we consider the local symbol complex
where is a smooth complete curve over an algebraically closed field with generic point and is the product of Mackey functors. We prove that if satisfies certain assumptions, then the homology of this complex is isomorphic to the -group of reciprocity functors .
Citation
Evangelia Gazaki. "The local symbol complex of a reciprocity functor." Ann. K-Theory 1 (3) 317 - 338, 2016. https://doi.org/10.2140/akt.2016.1.317
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