Marie Skłodowska-Curie Actions awards funding to study Welded braids on 3D dynamics
Stavroula Makri, Senja Barthel, and Rob van der Vorst (as researcher, host, and co-host), got awarded an ERC Marie Curie
"Building blocks of functional connectivity measures for aperiodic electrophysiological brain signals" has been published
Rikkert Hindriks, Thomas O. Rot, Michel J.A.M. van Putten, Prejaas Tewarie
This paper has been published in NeuroImage:
Computationally Efficient DFT-Based Sampling of Ion Diffusion in Crystalline Solids
Hannes Gustafsson, Fabian Schwarz, Thijs Smolders, Senja Barthel and Amber Mace developed a new method for computationally efficient sampling of
Extremal Betti Numbers and Persistence in Flag Complexes
By CTA\(^2\) members L. Beers and M.B. Botnan.
In this paper, we investigate fundamental yet surprisingly challenging questions
Reading Seminar on Diffeomorphism Groups starts on Sep 9
In life as well as in mathematics, it is not important if you come back where you started, but it
Lecture notes on Algebraic Topology
CTA\(^2\) members Renee Hoekzema and Thomas Rot wrote lecture notes for the course "algebraic topology II" in
Guy Boyde receives Veni grant to uncover algebraic and geometric links
Mathematician Guy Boyde receives a Veni grant from the Dutch Research Council (NWO). He will apply new methods to study
Symplectic capacities of domains close to the ball and Banach-Mazur geodesics in the space of contact forms
Alberto Abbondandolo, Gabriele Benedetti, and Oliver Edtmair
We prove that all normalized symplectic capacities coincide on smooth domains in Cn
Linking number of grid models
New preprint on random links by Senja Barthel and Yuka Kotorii.
We study the linking numbers of random links within
The Hopf-Rinow theorem and the Mañé critical value for magnetic geodesics on odd-dimensionl spheres
Peter Albers, Gabriele Benedetti, and Levin Maier
Abstract
The subject of this article are magnetic geodesics on odd-dimensional spheres endowed
