There are no more session of the reading group.

The goal of this reading group is to introduce the formalism of infinity categories as extensively developed by Joyal and Lurie. The main source we are following are Moritz Groth's notes. As a complement of the proofs missing we will also use Charles Rezk notes, as well as the Kerodon website. A more detailed description of the talks can be found here.

I have written a brief sum up of the constructions with infinity categories we have seen and skipped until now, under completion you can find it hereLink opens in a new window.

Week	Title - Whiteboard	Speaker	Notes	Video	Tex
2	Basics on infty-categories (Part 1)	Matteo Barucco		VideoLink opens in a new window
3	Basics on infty-categories (Part 2)Link opens in a new window	David Tintinago Pinzon	Talk2Link opens in a new window	VideoLink opens in a new window
4	Constructions: functors, cones, joinLink opens in a new window	Julie Rasmusen	Talk3Link opens in a new window	VideoLink opens in a new window	TexLink opens in a new window
5	Constructions: slice, limits and colimitsLink opens in a new window	Marco La Vecchia	Talk4Link opens in a new window	VideoLink opens in a new window
6	Monoidal infty-categories (Part 1)Link opens in a new window	Likun Xie	Talk5Link opens in a new window	VideoLink opens in a new window
7	Monoidal infty-categories (Part 2)Link opens in a new window	David Tintinago Pinzon	Talk6Link opens in a new window	Video
8	Presentable infty-categoriesLink opens in a new window	Julie Rasmusen	Talk7Link opens in a new window	VideoLink opens in a new window	TexLink opens in a new window
9	Stable infty-categories (Part 1)Link opens in a new window	Marco La Vecchia	Talk8Link opens in a new window	VideoLink opens in a new window
10	Higher AlgebraLink opens in a new window	Matteo Barucco		VideoLink opens in a new window