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math.AG2011
Lefschetz and Hirzebruch-Riemann-Roch formulas via noncommutative motives
Denis-Charles Cisinski, Goncalo Tabuada
V. Lunts has recently established Lefschetz fixed point theorems for Fourier-Mukai functors and dg algebras. In the same vein, D. Shklyarov introduced the noncommutative analogue o…
math.AG2011★ 8 cited
Noncommutative motives, numerical equivalence, and semi-simplicity
Matilde Marcolli, Goncalo Tabuada
In this article we further the study of the relationship between pure motives and noncommutative motives. Making use of Hochschild homology, we introduce the category NNum(k)_F of…