Vlakwa

output

20132025

most citedA multidimensional AI-trained correction to the 1D approximate model for Airborne TDEM sensing

8 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

D. Dudal5 · h 37
K. Dekimpe3 · h 2
W. Deleersnyder3 · h 5
J. Goedgebeur2 · h 19
Karel Dekimpe2 · h 2
L. De Weerdt2 · h 0
Oscar Ocampo2 · h 5
Sam Tertooy2 · h 5
Stijn Cambie2 · h 10
T. Hermans2 · h 3
Aidan Birkinshaw1 · h 1
Arsalan Ahmed1 · h 1

collaborating institutions

University College West FlandersBE6 papers
Ghent UniversityBE5 papers
KU LeuvenBE4 papers
Brazilian Society of Computational and Applied MathematicsBR2 papers
Universidade Federal da BahiaBR2 papers
Delft University of TechnologyNL1 paper
Georgia Institute of TechnologyUS1 paper
Heidelberg UniversityDE1 paper
HOGENT University of Applied Sciences and ArtsBE1 paper
Institute for Theoretical PhysicsCH1 paper
Montana State UniversityUS1 paper
Universidade do Estado do Rio de JaneiroBR1 paper

Showing 2024 · math.ATShow all

2 papers · 2 filters

math.AT2024★ 2 cited

An averaging formula for Nielsen numbers of affine n-valued maps on infra-nilmanifolds

Karel Dekimpe, Lore De Weerdt

In [8,9], the authors developed a nice formula to compute the Nielsen number of a self-map on an infra-nilmanifold. For the case of nilmanifolds this formula was extended to $n$ -va…

math.AT2024★ 2 cited

Non-affine $n$ -valued maps on tori

Karel Dekimpe, Lore De Weerdt

In this paper we construct $n$ -valued maps on $k$ -dimensional tori, where $n, k \geq 2$ , that are not homotopic to affine $n$ -valued maps. This is in high contrast with the single va…

An averaging formula for Nielsen numbers of affine n-valued maps on infra-nilmanifolds

Non-affine n-valued maps on tori

Non-affine $n$ -valued maps on tori