Ana Vargas

most citedSharp bounds for

t

-Haar multipliers on

L^{2}

30 citations · 32 across the 2 of their papers we have counts for

collaborators

2 papers

math.FA2012★ 30 cited

Sharp bounds for $t$ -Haar multipliers on $L^{2}$

Oleksandra Beznosova, Jean Carlo Moraes, Maria Cristina Pereyra

We show that if a weight $w \in C_{2 t}^{d}$ and there is $q > 1$ such that $w^{2 t} \in A_{q}^{d}$ , then the $L^{2}$ -norm of the $t$ -Haar multiplier of complexity $(m, n)$ associated to $w$ dep…

math.CA2012★ 2 cited

A sharp Lp Lq Fourier restriction theorem for a conical surface of finite type

Stefan Buschenhenke

We present a restriction theorem for the Fourier transform to a 2-dimensional conical surface of finite type, obtaining a sharp result, which improves previous work by Barcelo.

Sharp bounds for t-Haar multipliers on L2

A sharp Lp Lq Fourier restriction theorem for a conical surface of finite type

Sharp bounds for $t$ -Haar multipliers on $L^{2}$