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· 2026-7-11堪萨斯大学-Stability of dispersive shock in KdV Burgers equation

2026/07/10

· 2026-6-15日本大阪大学-Akitaka Matsumura-Existence of radially symmetric stationary solutions for viscous and heat-conductive ideal gas

2026/06/14

· 2026-6-15中国科学院数学与系统科学研究院-李竞-Some Recent Results on Compressible Navier-Stokes Equations

2026/06/14

· 2026-6-15江西师范大学-Ming Mei-Stability of viscous shock waves for Burgers equation with double singularities in viscosity and flux

2026/06/14

· 2026-6-15中国科学院精密测量研究院-杨小舟-Asymptotic stability of non-self-similar rarefaction wave for 2D viscous Burgers equation

2026/06/14

· 2026-5-29英国邓迪大学-林平-A structure-preserving finite element scheme and its error analysis for a diffuse-interface tumor growth model

2026/05/29

· 2026-5-25-初文昌-Symmetric Functions and Multiple Zeta Values

2026/05/29

· 2026-5-24西北工业大学-姚磊-Hydrodynamic limit for compressible Navier-Stokes-Vlasov equations

2026/05/29

· 2026-5-21上海师范大学-王晚生-向量空间微分方程的保广义稳定性算法

2026/05/20

· 2026-5-20上海工程技术大学-王国强-Iterative Reweighted Algorithm for High Dimensional Sparse Quantile Regression with Error Function Regularization

2026/05/20

· 2026-4-20北京大学前沿计算中心-袁骁-Quantum simulation and quantum eigensolver

2026/04/20

· 2026-1-14-江苏师范大学-刘伟-Regularization by Nonlinear Noise

2026/01/14

· 2026-1-9-首都师范大学-曹文涛-On the solutions to two dimensional Monge-Ampere equation

2026/01/05

· 2026-1-9-浙江科技大学-胡燕波-Existence and singularity formation for the supersonic expanding wave of radially symmetric compressible Euler equations

2026/01/05

· 2025-11-10-武汉大学-路天宇-Global existence of smooth axisymmetric solutions to 2D relativistic Euler equations for Chaplygin cases

2025/11/10

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地址：浙江省杭州市钱塘区2号大街928号浙江理工大学数学科学系邮编：310018 电话：0571-86843240 版权：浙江理工大学数学科学系