I am a teaching assistant (PRAG) at Université Grenoble-Alpes in the Institut Fourier.
My area of expertise lies mainly inside algebraic topology. My main personal researchs study fusion systems, group and partial group theories and their links with homotopy theory.
I also have joined projects with computer scientists and physicists involving topological data analysis. Finaly, when I have time to kill, I am playing with dice.
I am als deeply involved in popular sciences and in helping kids to discover that math can be fun!
For more details, here is my cv.
||remi.molinier (at) univ-grenoble-alpes.fr|
100 rue des maths
Papers and thesis
- Comparing n-dice fixing the sum of the faces,
To appear in Bulletin of the ICA, 2020.
- Centirc linking systems of locally finite groups,
- Control of fixed points over discrete p-toral groups, and existence and uniqueness of linking systems,
Journal of Algebra, vol. 499, 2018, pp.43--73.
doi: 10.1016/j.jalgebra.2017.11.035, arXiv:1511.04291.
- Alperin's Fusion Theorem for localities,
Communications in Algebra, vol. 46(6), 2017, pp.2615--2619.
- Cohomology of linking systems with twisted coefficients by a $p$-solvable action,
Homology, Homotopy and Applications, vol. 19(2), 2017, pp.61--82.
- Cohomology with twisted coefficients of the classifying space of a fusion system,
Topology and its Applications 212(2016), p 1--18.
- Cohomology with twisted coefficients of the geometric realization of a linking system,
- PhD students:
- Master's student (M2):
Institut Fourier, UMR5582 CNRS, Université Grenoble I, BP 74, 38402 Saint Martin d'Hères, France.