Jesse Railo

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math.AP2026

Recovering a (1+1)-dimensional wave equation from a single white noise boundary measurement

Emilia L. K. BlÃ¥sten, Tapio Helin, Antti KujanpÃ¤Ã¤ +2

We consider the following inverse problem: Suppose a $(1 + 1)$ -dimensional wave equation on $R_{+}$ with zero initial conditions is excited with a Neumann boundary data modell…

math.AP2025

Partial data stability for the inverse fractional conductivity problem

Giovanni Covi, Antti KujanpÃ¤Ã¤, Jesse Railo

The classical CalderÃ³n problem with partial data is known to be log-log stable in some special cases, but even the uniqueness problem is open in general. We study the partial data…