PDE Seminar

A new geometric method and its applications in the N-body problem

演讲者:严夺魁

时间:2018-10-19 10:30-11:30

地点:慧园3栋 415报告厅

The invertibility of Toeplitz Plus Hankel operators

演讲者:Viktor Didenko

时间:2018-10-15 16:30-17:30

地点:慧园3栋 415报告厅

几类扩散系统的传播动力学

演讲者:方健(哈尔滨工业大学)

时间:2018-10-09 10:30-11:30

地点:慧园3栋 415报告厅

On a diffusive host-pathogen system with different dispersal rates and spatial heterogeneity

演讲者:邹幸福(西安大略大学)

时间:2018-10-08 16:30-17:30

地点:慧园3栋 415报告厅

Dynamics and asymptotic profiles of endemic equilibrium for SIS epidemic patch models

演讲者:李慧聪(中山大学)

时间:2018-08-23 17:00-17:50

地点:慧园3栋 415报告厅

Some recent progress on the limit of the principal eigenvalue of a time periodic parabolic operator

演讲者:周茂林(新英格兰大学)

时间:2018-08-23 16:00-16:50

地点:慧园3栋 415报告厅

Dynamics and Asymptotic Profiles of Steady States of an Epidemic Model in Advective Environments

演讲者:崔仁浩(哈尔滨师范大学)

时间:2018-08-23 15:00-15:50

地点:慧园3栋 415报告厅

GLOBAL DYNAMICS OF THE LOTKA-VOLTERRA COMPETITION SYSTEM WITH NONLOCAL DIFFUSION

演讲者:李芳(中山大学)

时间:2018-08-23 14:00-14:50

地点:慧园3栋 415报告厅

Sign-changing Solutions for a Gauged Nonlinear Schrödinger Equation

演讲者:李工宝(华中师范大学)

时间:2018-08-03 10:00-11:00

地点:慧园3栋 415报告厅

Non-isothermal electro-kinetics: energetic variational approach

演讲者:刘沛(滨州州立大学)

时间:2018-07-03 10:30-11:30

地点:慧园3栋 415报告厅

Mathematical modeling of brain tumor growth with therapies

演讲者:Jianjun Paul Tian(新墨西哥州立大学)

时间:2018-06-18 16:30-17:30

地点:慧园3栋 415报告厅

Estimates of eigenvalues for subelliptic operators on compact manifolds

演讲者:陈化(武汉大学)

时间:2018-06-11 10:30-11:30

地点:慧园3栋 415报告厅

Axisymmetric Flow of Ideal Fluid Moving in a Narrow Domain

演讲者:Tak Kwong Wong (香港大学)

时间:2018-05-25 16:20-17:20

地点:慧园3栋 415报告厅

Competitive Exclusion and Coexistence in a Two-Strain Pathogen Model with Diffusion

演讲者:Keng Deng(路易斯安那大学拉斐特分校)

时间:2018-05-14 10:20-11:20

地点:慧园3栋 415报告厅

Multiplicity and bifurcation of positive solutions for nonhomogeneous semilinear fractional Laplacian problems

演讲者:付永强(哈尔滨工业大学)

时间:2018-05-09 16:20-17:20

地点:慧园3栋 415报告厅

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