20 citations · 20 across the 2 of their papers we have counts for
3 papers
math.AG2026
Combinatorics of the Fourier transform: Stokes data, Gale duality and frieze patterns
Jean Douçot, Andreas Hohl
We study the action of the Fourier transform on the Stokes data of irregular connections on the complex affine line with symmetric irregular classes at infinity, both from the poin…
math.AG2024
A topological algorithm for the Fourier transform of Stokes data at infinity
Jean Douçot, Andreas Hohl
We give a topological description of the behaviour of Stokes matrices under the Fourier transform from infinity to infinity in a large number of cases of one level. This explicit,…
gr-qc2017★ 20 cited
Gravitomagnetic tidal currents in rotating neutron stars
Eric Poisson, Jean Doucot
It was recently revealed that a rotating compact body responds dynamically when it is subjected to a gravitomagnetic tidal field, even when this field is idealized as time-independ…