Thomas Rot

Oct
12
Vanishing cycles of symplectic foliations

Vanishing cycles of symplectic foliations

Fabio Gironella, Klaus Niederkrüger, Lauran Toussaint Recent years have shown that the usual generalizations of taut foliations to higher dimensions,
1 min read
Oct
12
Interview with CTA\(^2\) member Gabriele Benedetti

Interview with CTA\(^2\) member Gabriele Benedetti

Interview with Gabriele Benedetti - Vrije Universiteit AmsterdamInterview with Gabriele BenedettiVrije Universiteit Amsterdam
1 min read
Sep
21
The relative cup-length in local Morse cohomology

The relative cup-length in local Morse cohomology

Published in "Topologial Methods in Nonlinear Analysis" Thomas Rot, Maciej Starostka, Nils Waterstraat The relative cup-length in local
2 min read
Aug
27
Thomas Rot appointed Treasurer of the Royal Dutch Mathematical Society (KWG)

Thomas Rot appointed Treasurer of the Royal Dutch Mathematical Society (KWG)

On 02-04-2024 Thomas Rot has been appointed treasurer of the oldest of all present-day national mathematical societies www.wiskgenoot.nl
Aug
01
Interview with Renee Hoekzema

Interview with Renee Hoekzema

Interview with Renee Hoekzema - Vrije Universiteit AmsterdamInterview with Renee HoekzemaVrije Universiteit Amsterdam
1 min read
Jul
17
Veni Grant for Raffaella Mulas

Veni Grant for Raffaella Mulas

Raffaella Mulas has been awarded a prestigious veni grant from the Dutch Research Council (NWO) for her project: Graphs and
1 min read
Jun
16
Ropes have an even number of ends

Ropes have an even number of ends

Thomas Rot On 13-01-2024 the annual KWG Wintersymposium was held in the Academiegebouw in Utrecht. The symposium had the theme
1 min read
Mar
24
A geometric computation of cohomotopy groups in co-degree one

A geometric computation of cohomotopy groups in co-degree one

To appear in "Algebraic and Geometric Topology". By Michael Jung and Thomas Rot Using geometric arguments, we compute
1 min read
Mar
13
Construction of invariant features for time-domain EEG/MEG signals using Grassmann manifolds

Construction of invariant features for time-domain EEG/MEG signals using Grassmann manifolds

Rikkert Hindriks, Thomas O. Rot, Michel J.A.M. van Putten and Prejaas Tewarie A challenge in interpreting features derived
1 min read
Mar
13
Non-linear proper Fredholm maps and the stable homotopy groups of spheres

Non-linear proper Fredholm maps and the stable homotopy groups of spheres

Thomas O. Rot and Lauran Toussaint We classify non-linear proper Fredholm maps between Hilbert spaces, up to proper homotopy, in
1 min read