Motivic Hopf equations
About the project
Frontier research group project funded by the RCN. The principal aim of this funding scheme is to give dynamic research groups the opportunity to develop and become among the internationally leading in their field.
Our research aims at formulating and solving ground-breaking problems in motivic homotopy theory. As a relatively new field of research this subject has quickly turned into a well-established area of mathematics drawing inspiration from both algebra and topology. By leverage of modern topological methods, this offers powerful ways of studying algebro-geometric objects defined by polynomial equations.
Research council of Norway, Independent projects - project number 250399. Total budget approx 20,5 mill NOK.
IHES Summer School, on Motivic, equivariant, and non-commutative homotopy theory. July 2020.
K-theory and related fields, a Hausdorff trimester program at the Hausdorff research institute for mathematics. 8 May -- 31 August, 2017.
Algebro-geometric and homotopical methods at the Institute Mittag-Leffler. 16 January -- 30 April, 2017.
Homotopy Theory and Arithmetic Geometry: Motivic and Diophantine Aspects at Imperial College London. A summer school of the London Mathematical Society and the Clay Mathematics Institute that is supported by the Heilbronn Institute of Mathematics Research. 9--13 July, 2018
Equivariant homotopy theory and K-Theory at the Freie Universitaet Berlin. 18--22 June, 2018.
Motivic homotopy groups of spheres 3 at the Freie Universitaet Berlin. 25--29 June, 2018.
Motivic homotopy theory and refined enumerative geometry at the Universitaet Duisburg-Essen. 14--18 May, 2018.
Conference on Algebro-Geometric and Homotopical Methods at the Institute Mittag-Leffler. 13--17 March, 2017.