Suslin Homology and Deligne 1-Motives
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Suslin has defined a complex for any algebraic variety X over an algebraically closed field k which computes what he calls the “algebraic homology” of X. If X is an arbitrary curve C, we show that this complex may be viewed as the points of a “homology motive” of C with values in k.
KeywordsAbelian Group Exact Sequence Abelian Variety Algebraic Topology Free Abelian Group
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