180 Real-world treatment patterns and outcomes with first-line maintenance olaparib for BRCAm advanced ovarian cancer: a pan-European study (OVAL-1)

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Schur-finite motives and trace identities

We provide a sfficient condition that ensures the nilpotency of endomorphisms universally of trace zero of Schur-finite objects in a category of homological type, i.e., a Q-linear-category with a tensor functor to super vector spaces. We present some applications in the category of motives, where out result generalizes previous results about finite-dimensional objects, in particular by Kimura. We also present some facts which suggest that this mightbe the best generalization possible of this line of proof