Infinity Operads
- Javier J. Gutiérrez:
Introduction
8 February 2024, 11:00, IMUB
- Joana Cirici:
Operads
15 February 2024, 11:00, IMUB
- Gabriel Martínez de Cestafe:
The dendroidal category
22 February 2024, 12:00, IMUB
- Javier J. Gutiérrez:
Dendroidal sets
29 February 2024, 12:00, IMUB
- Roger Garrido:
Model structure on dendroidal sets
7 March 2024, 12:00, IMUB
- David Martínez:
Dendroidal spaces
14 March 2024, 12:00, IMUB
- David Martínez:
Model structure on dendroidal spaces
21 March 2024, 12:00, IMUB
- Carles Casacuberta:
Simplicial operads
4 April 2024, 12:00, IMUB
- João Candeias:
Lurie's ∞-operads
11 April 2024, 12:00, IMUB
- Geoffroy Horel:
The Grothendieck-Teichmüller group and ∞-operads
18 April 2024, 12:00, IMUB
- João Candeias:
Model structure for Lurie's ∞-operads
25 April 2024, 12:00, IMUB
- Javier J. Gutiérrez:
Equivalences of models
2 May 2024, 12:00, IMUB
References
[1] Denis-Charles Cisinski and Ieke Moerdijk, Dendroidal sets as models for homotopy operads, J. Topol. 42 (2011), 257–299.
[2] Denis-Charles Cisinski and Ieke Moerdijk, Dendroidal Segal spaces and ∞-operads, J. Topol. 63 (2013), 675–704.
[3] Denis-Charles Cisinski and Ieke Moerdijk, Dendroidal sets and simplicial operads, J. Topol. 63 (2013), 705–756.
[4] Gijs Heuts, Vladimir Hinich, and Ieke Moerdijk, On the equivalence between Lurie's model and the dendroidal model for ∞-operads, Adv. Math. 302 (2016), 869–1043,
[5] Gijs Heuts and Ieke Moerdijk, Simplicial and Dendroidal Homotopy Theory, A Series of Modern Surveys in Mathematics, 3rd series, vol. 75, Springer, Cham, 2022.
[6] Jacob Lurie, Higher Algebra, https://www.math.ias.edu/~lurie/, September 2017.
[7] Ieke Moerdijk, Lectures on dendroidal sets (notes written by Javier J. Gutiérrez), in: Simplicial Methods for Operads and Algebraic Geometry, Advanced Courses in Mathematics CRM Barcelona, Birkhäuser/Springer Basel AG, Basel, 2010, 1–118.
[8] Ieke Moerdijk and Ittay Weiss, Dendroidal sets, Algebr. Geom. Topol. 7 (2007), 1441–1470.
Past Seminars
- Guest talks (Spring 2024)
- Infinity cosmoi (Fall 2023)
- Guest talks (Spring 2023)
- Lecture series: Introduction to equivariant homotopy theory (Spring 2023)
- Tame homotopy theory and transformation groups (Spring 2023)
- Infinity topoi (Fall 2022)
- Deformation theory of complex manifolds and higher homotopical structures (Spring 2022)
- Guest talks (Fall 2021)
- Models for infinity-categories (Fall 2021)
- Higher homotopical structures (Spring 2021)
- p-Adic homotopy theory (Spring 2021)
- Fall Seminar 2020 (Fall 2020)
- Homotopy type theory (Spring 2020)
- Geometric uses of persistent homology (Fall 2019)
- Guest talks (Spring 2019)
- Presentable infinity categories (Fall 2018 and Spring 2019)
- Guest talks (Spring 2018)
- Homotopy types for Khovanov homology (Spring 2018)
- Fall Seminar 2017 (Fall 2017)
- Reading group on ∞-categories (Fall 2016)
- Postnikov towers and localization (Spring 2015)
- Spectral sequences (Fall 2014)
- Higher categories (Spring 2013)
- Noncommutative motives (Fall 2011)
- Spring Seminar 2011 (Spring 2011)
- Deformation theory (Fall 2010)
- Summer Seminar 2010 (Summer 2010)
- DG-categories (Spring 2010)
- Topological quantum field theories (Fall 2009)
- Quantum field theories (Fall 2009)