2 citations · 6 across the 10 of their papers we have counts for
10 papers
Long-time Strichartz estimates on 3D waveguide with applications
Yangkendi Deng, Boning Di, Jiao Ma +2
We study long-time Strichartz estimates for the Schrödinger equation on waveguide manifolds, and use them to establish upper bounds on the growth of Sobolev norms for the nonlinear…
Stability for Strichartz inequalities: Existence of minimizers
Boning Di, Dunyan Yan
We study the quantitative stability associated with the adjoint Fourier restriction inequality, focusing on the paraboloid and two-dimensional sphere cases. We show that these Stri…
Bilinear estimate for Schrödinger equation on
Yangkendi Deng, Boning Di, Chenjie Fan +1
We continue our study of bilinear estimates on waveguide started in \cite{DFYZZ2024,Deng2023}. The main point of the current article is, comparing to…
On extremals for Fourier extension estimate to fractional surface
Boning Di, Ning Liu, Dunyan Yan
This article investigates the Fourier extension operator associated with the fractional surface for . We show that the relevant Fourier extension…
On profile decomposition for Airy type equation
Boning Di, Chenjie Fan, Dunyan Yan
We study the linear profile decomposition for the Airy type equation, where the associated Strichartz inequality corresponds to the Fourier extension inequality on the odd curve $ξ…
Extremizers for the Strichartz Inequality for a Fourth-Order Schrödinger Equation
Boning Di, Ryan Frier
In this paper, we consider the Strichartz inequality for a fourth-order Schrödinger equation on . We show that extremizers exist using a linear profile decomposit…
Sharp Fourier extension on fractional surfaces
Boning Di, Dunyan Yan
For , we investigate a class of Fourier extension operators on fractional surfaces . For the corresponding -Strichartz inequalities, by applying the missing…
Extremals for -Strichartz inequalities
Boning Di, Dunyan Yan
A necessary and sufficient condition on the precompactness of extremal sequences for one dimensional -Strichartz inequalities, equivalently -Fourier extension estimates, is e…
Two-weight Norm Inequalities for Local Fractional Integrals on Gaussian Measure Spaces
Boning Di, Qianjun He, Dunyan Yan
In this paper, the authors establish the two-weight boundedness of the local fractional maximal operators and local fractional integrals on Gaussian measure spaces associated with…
Some Weighted Estimates on Gaussian Measure Spaces
Boning Di, Qianjun He, Dunyan Yan
In this paper, we obtain the weighted boundedness for the local multi(sub)linear Hardy-Littlewood maximal operators and local multilinear fractional integral operators associated w…