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A remark on a result of Huber and Kahn by Habibi, Somayeh; Rahmati, Farhad is a scholarly article available to read on EtoBox.

What is A remark on a result of Huber and Kahn about?

A. Huber and B. Kahn construct a relative slice filtration on the motive M(X) associated to a principal T-bundle X over a smooth scheme Y. As a consequence of their result, one can observe that the mixed Tateness of the motive M(Y) implies that the motive M(X) is mixed Tate. In this note we prove the inverse implication for a principal G-bundle, for a split reductive group G.

Author

Habibi, Somayeh; Rahmati, Farhad

Published

2023

Language

EN