AIMS Home

SS155: Numerical Methods for Functional Equations

Organizer(s):
Name:	Affiliation:	Country:
Qiumei Huang	Beijing University of Technology	Peoples Rep of China
Dongfang Li	Huazhong University of Science and Technology	Peoples Rep of China
Yin Yang	Xiangtan University	Peoples Rep of China

Abstract:
Functional equations are extensively appeared in nonlinear dynamics, biology, etc. and have a wide range of application in science and engineering. Numerical methods for functional equations have received considerable attention in recent years. In this special session, we aim to bring together the researchers to highlight the recent achievements in the related fields. The talks will focus on the delay differential equations, (functional) integral equations and (functional) integro-differential equations on the following topics: • Stability theory • Asymptotic behavior • Oscillation theory • Numerical methods

List of approved abstract
Name	Affiliation	Title
HONGTAO CHEN	Xiamen University	A RECOVERY BASED LINEAR FINITE ELEMENT METHOD FOR FOURTH ORDER PROBLEMS
Ling Guo	Shanghai Normal University	Sparse Approximation for Data-driven Polynomial Chaos Expansion and their Applications in UQ
Qiumei Huang	Beijing University of Technology	Superconvergence of Discontinuous Galerkin Solutions for Vanishing Delay Differential Equations
Dongfang Li	Huazhong University of Science and Technology	Unconditionally convergent $L1$-Galerkin FEMs for nonlinear time-fractional Schr\\{o}dinger equations
Zhaoxiang Li	department of mathematics,Shanghai Normal University	Pseudospectral methods for computing the multiple solutions of the Schrodinger equation
Tingting Qin	Huazhong University of Science and Technology	One-step discretization for index-1 stochastic delay differential algebraic equations
Huailing Song	Hunan University	Unconditional energy stability analysis of 2-order implicit-explicit LDG method for the CH equation
Tongke Wang	Tianjin Normal University	The asymptotic expansions and numerical integration methods to nonlinear singular Volterra integral equations of the second kind
LIJUN YI	Shanghai Normal University	The hp version continuous Galerkin and spectral collocation methods for nonlinear delay differential equations
Qifeng Zhang	Zhejiang Sci-Tech University	Compact $\\theta$-method for the generalized delay diffusion equation
SHUHUA ZHANG	Tianjin University of Finance and Economics	Modeling and Computation of Energy Efficiency Management with Emission Permits Trading