黑料吃瓜网

当前位置：黑料吃瓜网 > 学术报告 >

2018

10.26

【偏微分方程】【其他学术报告】Some Advances on Linearization

13:30:00-丨张伟年教授(四川大学)
2018

10.26

【其他学术报告】A uniform bound for the number of common torsion points

13:00:00-丨叶和溪教授(浙江大学)
2018

10.25

【偏微分方程】【其他学术报告】Generalized Kaehler-Einstein metrics on Riemann surfaces and applications

13:00:00-丨张雅山博士(北京大学北京国际数学黑料吃瓜网中心)
2018

10.25

【其他学术报告】Finite-time Stability and Domain Stability of Stochastic Nonlinear Systems: Stability Analysis, Stabilization Methods and Probabilistic Issues

10:30:00-丨尹居良教授(广州大学)
2018

10.24

【数学教育】【其他学术报告】Meaning and engagement in mathematical learning and teaching: roles for the computer?

14:00:00-丨Professor Richard Noss (UCL Institute of Education， University College London， UK)
2018

10.24

【偏微分方程】【其他学术报告】Numerical analysis of Kohn-Vogelius type formulation for some inverse problems

10:00:00-丨程晓良教授(浙江大学)
2018

10.23

【分析与算子代数】Twisted K-theory of compact Lie groups and extended Verlinde algebras

14:30:00-丨Alex Fok(University of Adelaide)
2018

10.23

【分析与算子代数】Foliations and Noncommutative Geometry

10:00:00-丨Yijun Yao 姚一隽(Fudan University)
2018

10.22

【数学教育】【其他学术报告】Using technology for maths teaching and learning: Instructional design, digital books and automated feedback

14:00:00-丨Dr Christian Bokhove(英国南安普敦大学)
2018

10.22

【代数学】【其他学术报告】Numbers with simply normal β-expansions

13:00:00-丨孔德荣副教授(重庆大学)
2018

10.18

【代数学】【其他学术报告】Computing a categorical Gromov-Witten invariant

14:00:00-丨涂君武副教授(上海科技大学)
2018

10.18

【几何与拓扑】【其他学术报告】 Quantitative rigidity for domains and immersed hypersurfaces in a Riemannian manifold

13:00:00-丨胥世成副教授(首都师范大学)
2018

10.18

【科学计算】【其他学术报告】Time Inconsistency and Stochastic Optimal Control

10:00:00-丨倪元华副教授(南开大学)
2018

10.17

【代数学】【其他学术报告】The periplectic Lie superalgebra and Harish-Chandra bimodules

15:00:00-丨陈志玮博士(厦门大学)
2018

10.17

【几何与拓扑】【其他学术报告】Signed Circuit Covers of Signed Graphs

14:00:00-丨范更华教授(福州大学)
2018

10.15

【代数学】【其他学术报告】Smooth invariant manifolds and foliations without a spectral gap

13:00:00-丨张文萌教授(重庆师范大学)
2018

10.15

【偏微分方程】Prescribing Gaussian curvature on closed Riemann surface with conical singularity in the negative case

10:00:00-丨朱晓宝副教授(中国人民大学)
2018

10.11

【偏微分方程】【其他学术报告】Local mass and a priori estimate for singular Toda system

15:10:00-丨杨文(中科院武汉物数所)
2018

10.11

【偏微分方程】【其他学术报告】Liouville type equation with Neumann boundary condition and with singular data

14:00:00-丨周春琴教授(上海交通大学)
2018

10.10

【偏微分方程】A survey for the finite element methods of some basic fluid mechanic equations on polygonal domains: corner singularities（I，II，III）

14:00:00-丨Prof. Jae Ryong Kweon(韩国浦项工科大学 Postech)