Cole Jeznach

collaborators

3 papers

math.AP2026

Optimal rates of decay at infinity for solutions to Schrödinger equations

Blair Davey, Cole Jeznach

We prove rates of decay at infinity for solutions to variable-coefficient Schrödinger equations of the form $- div (A \nabla u) + W \cdot \nabla u + V u = λ u$ in cylinders, $\…

math.AP2025

Elliptic unique continuation below the Lipschitz threshold

Cole Jeznach

In this article, we investigate unique continuation principles for solutions $u$ of uniformly elliptic equations of the form $- div (A \nabla u) = 0$ when $A$ is less regula…

math.AP2025

Singular set estimates for solutions to elliptic equations in higher co-dimension

Max Engelstein, Cole Jeznach, Yannick Sire

Recent advances in quantitative unique continuation properties for solutions to uniformly elliptic, divergence form equations (with Lipschitz coefficients) has led to a good unders…