activity
20172026
most citedGRChombo: An adaptable numerical relativity code for fundamental physics

96 citations · 107 across the 39 of their papers we have counts for

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Showing 2024Show all

9 papers · 1 filter

math.CA2024

On the end-point of Stein-Weiss inequality

Chuhan Sun, Zipeng Wang

This paper has two purposes. First, we show that the classical Stein-Weiss inequality is true for p=1. Second, by considering a family of strong fractional integral operators whose…

math.CA2024

A multi-parameter family of Fourier integral operators

Mengmeng Dou, Zipeng Wang, Jiashu Zhang

We study a new class of Fourier integral operators defined in R^N. Their symbols are allowed to satisfy a differential inequality with certain multi-parameter characteristic. We pr…

math.PR2024

Harmonic analysis of Mandelbrot cascades -- in the context of vector-valued martingales

Xinxin Chen, Yong Han, Yanqi Qiu +1

We solve a long-standing open problem of determining the Fourier dimension of the Mandelbrot canonical cascade measure (MCCM). This problem of significant interest was raised by Ma…

math.CA2024

Regularity of Fourier integrals on product spaces

Chaoqiang Tan, Zipeng Wang

We study a family of Fourier integral operators by allowing their symbols to satisfy a multi-parameter differential inequality on R^N. We show that these operators of order -(N-1)/…

math.FA2024

Boundedness of New Type Fourier Integral Operators with Product Structure

Chaoqiang Tan, Zipeng Wang

We investigate a class of Fourier integral operators with weakened symbols, which satisfy a multi-parameter differential inequality in . We establish that these operators ret…

math.FA2024

Self-absorption of Hankel systems on monoids --a seemingly universal property

Yong Han, Yanqi Qiu, Zipeng Wang

Given any cancellative monoid , we study the Hankel system determined by its multiplication table. We prove that the Hankel system admits self-absorption property prov…