【摘 要】
:
This minisymposium focuses on the analysis for system of conservation laws and related models.It covers the following topics: 1.Multidimensional conservation laws and transonic flows; 2.Compressible N
【机 构】
:
Shanghai Jiao Tong Univ. Shanghai Jiaotong Univ.
论文部分内容阅读
This minisymposium focuses on the analysis for system of conservation laws and related models.It covers the following topics: 1.Multidimensional conservation laws and transonic flows; 2.Compressible Navier-Stokes system and singular limits for fluid dynamics; 3.Free boundary problems arising in fluid mechanics and related models.
其他文献
珠江三角洲(珠三角)社会经济发展迅速,目前是中国乃至世界的重要制造业基地,同时也是世界上城市与人口最密集的地区之一.在过去三十年,珠三角的快速工业化和城市化已经带来了包括重金属污染在内的一系列环境污染问题.
Novel models in science and engineering are governed by nonlinear integro-differential equations with increasing complexity which demand innovative techniques in both analysis and computation,such as
Using tools from compressive sensing and matrix concentration,we provide quantitative guarantees for the accuracy of leave-p-out cross validation towards model selection and error estimation in functi
Description In recent years,great progress has been achieved in the construction and understanding of divergence-free methods for incompressible flow problems,and in understanding the role of related
The talk is concerned with optimal L2 error estimates for the velocity approximation in a nonconforming finite element approximation for the incompressible Stokes equation as proposed in [1].The contr
We develop stochastic models for temperature,precipitation and humidity for arid climates in order to simulate drought index values and model drought risk so as to improve food security.We validate th
Neural activity associated with opening of ion channels in cell membranes causes an increase in conductivity,which may be probed by developing a fast MREIT technique.We present a method of functional
We present an efficient direct all-at-once-or simultaneous-optimization approach for solving inverse optimal control problems.These are complex bi-level optimization problems arising,e.g.,in the ident
Methods for optimum experimental design are becoming more popular in industry by at least two reasons.First,increasing use of model-based simulation and optimization implies models validated by experi
Viscoelastic fluids under varying conditions(temperature,salinity,concentration)can exhibit exponential and/or power-law relaxations.We investigate the flows of these gel-like fluids through mesoscopi