K. Taylor

collaborators

2 papers

math.CA2026

Positive Measure of Unions of Variable Surfaces

Alex Iosevich, Zhangze Li, Krystal Taylor

Let $E \subset R^{d}$ , $d \geq 2$ , be compact, and let $I ¨ (x, y)$ be a smooth function satisfying the Phong--Stein rotational curvature condition on ${I ¨ (x, y) = 1}$ . We prove t…

math.CA2025

Realizing trees of configurations in thin sets

Allan Greenleaf, Alex Iosevich, Krystal Taylor

Let $I ¨ (x, y)$ be a continuous function, smooth away from the diagonal, such that, for some $I^\pm > 0$ , the associated generalized Radon transforms \begin{equation} \label{Radon} R_t^Ï…