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In this paper, we prove that the \(L^p(\mathbb {R}^d)\) norm of the maximal truncated Riesz transform in terms of the \(L^p(\mathbb {R}^d)\) norm of Riesz transform is dimension-free for any \(2\le p<...
Recently, based on the classification of the second and third order homogeneous Hamitionan operators Lorenzoni and his collaborators classified compatible trios of two-component homogeneous Hamiltonia...
苏德矿,浙江大学理学院数学系教授,浙江省精品课程《微积分》课程负责人、浙江大学公共数学基础课教学指导委员会副主任,浙江大学微积分课程负责人,浙江省高校高等数学教学研究会常务理事兼秘书长,清华大学萧树铁教授主持的前国家教委“面向21世纪教学内容和课程体系改革”研究课题组成员。
Let T=(V,A) be a tournament with a nonnegative integral weight w(e) on each arc e. A subset F of arcs is called a feedback arc set (FAS) if T\F contains no cycles (directed). A collection F of FASs (w...
The geometric considerations enter in a decisive way in many questions of harmonic analysis. For example, the estimation of the Fourier transform of surface-carried measure, which played a key role in...
In this talk, we first recall classic projection theorem for closed convex subsets in a Hilbert space. Then we introduce two extensions of the projection theorem in the Banach space where one is estab...
A class of nonlinear integrable PDEs admit non-smooth solitary wave solutions as certain special weak solutions. These solutions can be used to capture main attributes of solutions of these PDEs, e.g....
One can elucidate integrability properties of ODEs by knowing the existence of second integrals. However, little is known about how they are preserved, if at all, under numerical methods. In this talk...
We will report our recent work on weak multisymplectic spectral integrators for a wide range of nonsmooth Hamiltonian partial differential equations, which appear in quite a few physical applications ...
Stokes phenomenon states that the asymptotic behavior of functions can differ in different regions of the complex plane, and that these differences can be described in a quantitative way. These quanti...
Let $k$ be a field of characteristic 0 and let $C$ be the a smooth affine curve over $k$. We will first discuss applications of strong approximation to the theory of integral quadratic forms over $C$....
The purpose of the conference is to establish international contacts for the subsequent involvement of world experts in cooperation with Russian scientists in the field of geometry and topology, dynam...
There are many important practical optimization problems whose feasible regions are not known to be nonempty or not, and optimizers of the objective function with the least constraint violation prefer...
国家天元数学西北中心于2022年6月21日至29日成功举办“孤立子和可积系统前沿理论讲习班”第三期活动。本期活动的主题是“Riemann-Hilbert方法与可积系统整体解的存在性”,活动邀请复旦大学范恩贵教授做主讲人,进行了连续七次的系列课程,详细讲授了Riemann-Hilbert方法在证明导数薛定谔方程整体解存在性中的深刻应用,阐述了可积系统理论在非线性偏微分方程适定性理论中取得的最新进展。...

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