2 papers
math.AP2026
Thresholding Scheme for the Half-Harmonic Map Heat Flow
Kilian Koch, Christof Melcher, Endre Süli
We propose a thresholding scheme for the half-harmonic map heat flow from the flat torus into the unit sphere in , whose iterates ar…
math.AP2025
Well-posedness of half-harmonic map heat flows for rough initial data
Kilian Koch, Christof Melcher
We adopt the Koch-Tataru theory for the Navier-Stokes equations, based on Carleson measure estimates, to develop a scaling-critical low-regularity framework for half-harmonic map h…