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Denis-Charles Cisinski (born March 10, 1976) is a mathematician focussing on higher category theory, homotopy theory, K-theory and algebraic geometry. In 2001, Cisinski model structures on topoi were introduced and later named after him. Since 2016, Denis-Charles Cisinski works at the Universität Regensburg.
Research
Denis-Charles Cisinski obtained his PhD in 2002 at the Paris Diderot University with a thesis supervised by Georges Maltsiniotis and titled Les préfaisceaux comme modèles des types d'homotopie (Presheaves as models for homotopy types). It was expanded and released as a book in 2006, further developing the theory from Pursuing Stacks by Alexander Grothendieck. In 2015, Denis-Charles Cisinski gave a talk at the Séminaire Nicolas Bourbaki summarizing the current state of research titled Catégories supérieures et théorie des topos (Higher categories and theory of toposes).
Publications
Books
- Cisinski, Denis-Charles (2006). Les préfaisceaux comme modèles des types d'homotopie [Presheaves as models for homotopy types] (PDF). Astérisque. Vol. 308. ISBN 978-2-85629-225-9. MR 2294028.
- Cisinski, Denis-Charles (2019-06-30). Higher Categories and Homotopical Algebra (PDF). Cambridge University Press. ISBN 978-1108473200.
- Cisinski, Denis-Charles; Déglise, Frédéric (2019-09-08). Triangulated Categories of Mixed Motives (PDF). Springer Nature. ISBN 978-3-030-33241-9.
Scripts
- Cisinski, Denis-Charles (September 2002). "Théories homotopiques dans les topos". Journal of Pure and Applied Algebra (in French). 174 (1): 43–82. doi:10.1016/S0022-4049(01)00176-1.
- Cisinski, Denis-Charles (2015). "Catégories supérieures et théorie des topos" (PDF).
References
- ^ "Denis-Charles Cisinski". researchgate.net. Retrieved 2024-10-10.
- "Denis-Charles Cisinski". scholar.google.com. Retrieved 2024-10-10.
- "Denis-Charles Cisinski - The Mathematics Genealogy Project". Retrieved 2024-10-10.
- "Association des collaborateurs de Nicolas Bourbaki". www.bourbaki.fr. Retrieved 2024-10-13.
External links
- Homepage
- Denis-Charles Cisinski on nLab
- Catégories supérieures et théorie des topos on YouTube (French)