Mathieu Anel is one of the two editors of the two volume work: New Spaces for Mathematics and Physics.

Proving the Blakers-Massey theorem in any $(\infty,1)$-topos and with the (n-connected, n-truncated) factorization system allowed to be replaced by more general modalities:

- Mathieu Anel, Georg Biedermann, Eric Finster, André Joyal,
*A generalized Blakers-Massey theorem*, Journal of Topology**13**4 (2020) 1521-1553 $[$arXiv:1703.09050, doi:10.1112/topo.12163$]$

On homotopy type with finite homotopy groups

- Mathieu Anel,
*The elementary infinity-topos of truncated coherent spaces*(arXiv:2107.02082)

On $(\infty,1)$-toposes understood as *logoi*:

- Mathieu Anel, André Joyal,
*Topo-logie*, in*New Spaces for Mathematics and Physics*, Cambridge University Press (2021) 155-257 [doi:10.1017/9781108854429.007, pdf]

Duality of dg-algebras vs. dg-coalgebras is studied in

- Mathieu Anel, André Joyal,
*Sweedler Theory for (co)algebras and the bar-cobar constructions*, 260 pp. arxiv/1309.6952; cf. also Boston 2012 slides

category: people

Last revised on September 9, 2024 at 15:19:03. See the history of this page for a list of all contributions to it.