# A counterexample to some recent conjectures

@article{Neeman2020ACT, title={A counterexample to some recent conjectures}, author={A. Neeman}, journal={arXiv: K-Theory and Homology}, year={2020} }

In a 2006 article Schlichting conjectured that the negative {\it K--}theory of any abelian category must vanish. This conjecture was generalized in a 2019 article by Antieau, Gepner and Heller, who hypothesized that the negative {\it K--}theory of any category with a bounded {\it t--}structure must vanish.
Both conjectures will be shown to be false.

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