The following home page is shared for the project CODYSMA supported by the Norwegian Research Foundation and the project GeoProCo supported by the Trond Mohn Foundation. Here you will find information about seminars and events, as well as information related to the projects themselves.
CODYSMA conference, 2024, to be announced.
NORA.ai Summer School, Course 1, Geometric Deep Learning, June 10-14, Kristiansand, Norway.
29th Nordic Congress of Mathematicians with EMS, Session of Geometric Analysis, 3-7 July 2023 in Aalborg, Denmark.
Category Theory at Work in Computational Mathematics and Theoretical Informatics (CATMI), June 26–30 2023, Bergen, Norway.
Winter School, Cartan Geometry and Related Topics, March 5-9, 2023, Geilo, Norway.
Workshop CODYSMA-1, Trondheim, October 26-28, 2022.
Workshop Rough paths, algebraic structures and machine learning (RPASML22), Kristiansand, October 20-21, 2022.
Workshop Geo2Int, Bergen, September 7-9, 2022.
Mini-symposium "Geometric and algebraic perspectives in numerical integration" (GAPNI) in the International Conference on Scientific Computation and Differential Equations (SciCADE), July 25-29, 2022.
Summer school: "Young researchers between geometry and stochastic analysis 2021", June 16-18, 2021. Online. Supported by the project TMS Pure Mathematics in Norway.
Workshop "Analysis and Geometry in Norway", Bergen, October 30, 2020.
Talks in fall 2021: Principal bundles, connections and frame bundles
Nov 12, S. Vega-Molino: Frame bundles and scalarizations.
Nov 5, E. Grong: Associated bundles and connections part II.
Oct 29, E. Grong: Associated bundles and connections part I.
Oct 22, S. Vega-Molino: Principal bundles part I.
Oct 15, S. Vega-Molino: Principal bundles part I.
Talks in fall 2020:
Oct 21: E. Grong: PCA, manifolds and diffusion PCA.
Oct 14: A. Schmeding: Composition products of power series through the Hopf algebra lens.
Oct 2: H. Munthe-Kaas: Hopf algebras and Lie-Butcher series Part 3.
Sep 2: H. Munthe-Kaas: Hopf algebras and Lie-Butcher series Part 2.
Aug 25: H. Munthe-Kaas: Hopf algebras and Lie-Butcher series Part 1.