J. Ramos

collaborators

3 papers

math.CA2025

A refined trilinear Kakeya estimate in $R^{3}$

Javier Ramos

We prove a refined trilinear Kakeya estimate in three dimensions, valid for small values of the transversality parameter.

math.GT2016

Counting curve types

Tarik Aougab, Juan Souto

Let $S$ be a closed orientable hyperbolic surface, and let $O (K, S)$ denote the number of mapping class group orbits of curves on $S$ with at most $K$ self-intersections.…

math.CA2016

The trilinear restriction estimate with sharp dependence on the transversality

Javier Ramos

We improve the Bennett--Carbery--Tao trilinear restriction estimate for subsets of the paraboloid in three dimensions, giving the sharp factor depending on the transversality.

A refined trilinear Kakeya estimate in R3

Counting curve types

The trilinear restriction estimate with sharp dependence on the transversality

A refined trilinear Kakeya estimate in $R^{3}$