2017 2023 2022 2021 2020 2019 2018 2017 2017 2017 首页 > 20 2023-09 Loop group action on symplectic cohomology 21 2023-08 GODEMENT-JACQUET KERNALS AND CLOZEL THEOREM 21 2023-09 《Lp BOUND ON MAXIMAL AVERAGES》短课程 报告标题：《Lp BOUND ON MAXIMAL AVERAGES》短课程报告人：Sanghyuk Lee教授 （首尔大学）报告时间：8月24, 25, 30, 31, 9月1日 上午9:00-11:00报告地点：巨人数学大楼206联系人：王成波 wangcbo@zju.edu.cn短课程摘要与安排见附件Lecture-maximal.pdf 20 2023-09 Sobolev inequalities and regularity of the linearized complex MongeAmp\`ere and Hessian equations 报告人：王嘉项 博士（南开大学），题目：Sobolev inequalities and regularity of the linearized complex MongeAmp\`ere and Hessian equations摘要：Let $u$ be a smooth, strictly $k$-plurisubharmonic function on a bounded domain $\Omega\in\mathbb C^n$ with $2\leq k\leq n$.In this talk, we will discuss the regularity of solution to the linearized complex Monge-Amp\`ere and Hessian equations when the... 15 2023-08 数学高等研究院特邀报告：Counting Roots of Polynomials 数学高等研究院特邀报告Time: August 21, Monday, 16:00-17:00 Venue: 数学高等研究院Lecture HallSpeaker: 万大庆Daqing Wan (University of California, Irvine)Title: Counting Roots of PolynomialsAbstract: A central theme in algebra and number theory is to count the roots of a polynomial system over a field. In this introductory lecture, we explore the algorithmic aspect of root counting, mostly when the ... 10 2023-08 Perverse filtrations in geometry and topology 10 2023-08 Probabilistic Forecasting for Daily Electricity Eoadsand Quantiles for Curve-to-Curve Regression 10 2023-08 Weighted Structured Square-Root Fused LassoforHigh-Dimensional Linear Regression 20 2023-09 The Balanced Augmented Lagrangian Method for Convex Programming 报告题目：The Balanced Augmented Lagrangian Method for Convex ProgrammingAbstract: We consider the canonical convex minimization problem with both linear equality and inequality constraints, and reshape the classic augmented Lagrangian method (ALM) by better balancing its subproblems. As a result, iterations of the balanced ALM treat the objective function and the coefficient matrix in the constrain... 20 2023-09 Phase transitions with Allen-Cahn mean curvature bounded in Lp. Title: Phase transitions with Allen-Cahn mean curvature bounded in Lp. Abstract: We consider the varifolds associated to a phase transition problem whose first variation of Allen-Cahn energy is Lp integrable with respect to the energy measure. We can see that the Dirichlet and potential part of the energy are almost equidistributed. After passing to the phase field limit, one can obtain... 每页 10 记录 总共 1034 记录 第一页 <<上一页 下一页>> 尾页 页码 9/104 跳转到
