M. C. Pereyra

collaborators

3 papers

math.CO2026

Further evidence towards the Fourier Entropy-Influence conjecture

MarÃa JosÃ© GonzÃ¡lez, Paul MacManus, MarÃa Cristina Pereyra

The Fourier Entropy-Influence (FEI) conjecture states that the Fourier entropy of Boolean functions is uniformly bounded by their total influence. It has been verified for canonica…

math.CA2025

Two-weight estimates for the square function and $t$ -Haar multipliers

Daewon Chung, Jean Carlo Moraes, MarÃa Cristina Pereyra +1

We present necessary and sufficient conditions on triples of weights $(u, v, w)$ for the boundedness of the dyadic weighted square function $S_{w}$ from $L^{2} (u)$ into $L^{2} (v)$ . We use…

math.CA2025

Weighted Inequalities for $t$ -Haar multipliers

Daewon Chung, Weiyan Huang, Jean Carlo Moraes +2

In this paper, we provide necessary and sufficient conditions on a triple of weights $(u, v, w)$ so that the $t$ -Haar multipliers $T_{w, I ¨ }^{t}$ , $t \in R$ , %defined in \cite{P} when $…

Further evidence towards the Fourier Entropy-Influence conjecture

Two-weight estimates for the square function and t-Haar multipliers

Weighted Inequalities for t-Haar multipliers

Two-weight estimates for the square function and $t$ -Haar multipliers

Weighted Inequalities for $t$ -Haar multipliers