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SS104: Recent advances and applications of differential equations

Organizer(s):
Name:	Affiliation:	Country:
Lingju Kong	University of Tennessee at Chattanooga	USA
Min Wang	Kennesaw State University	USA

Abstract:
The aim of this session is to provide an opportunity for the mathematicians to introduce their new results and exchange ideas on the theory and applications on differential equations including ordinary differential equations, partial differential equations, fractional differential equations, and stochastic differential equations.

List of approved abstract
Name	Affiliation	Title
Swaroop N Bora	I I T Guwahati, INDIA	Sufficient conditions of existence of integral solution for non- instantaneous impulsive fractional evolution equation
Guglielmo Feltrin	University of Turin	Continuation theorems for the periodic $\phi$-Laplacian equation and applications}
Christopher S Goodrich	Creighton Preparatory School	The Effect of a Nonstandard Cone on Existence Theorems in Nonlocal Boundary Value Problems
Yun-Ho Kim	Sangmyung University	Infinitely many small energy solutions for equations driven by nonlocal integro-differential operators in $\\Bbb R^{N}$
Lingju Kong	University of Tennessee at Chattanooga	Degenerate elliptic systems with variable exponents
Lin Li	Chongqing Technology and Business University	Existence and asymptotic behaviour of ground state solution for quasilinear Schr\odinger-Poisson systems in $\mathbb{R}^3$
Yanbin Sang	North University of China	Positive solutions for a class of boundary value problems with singularity and critical exponents
Elisa Sovrano	University of Udine	Existence and multiplicity of periodic solutions to local coercive equations with a $\phi$-Laplacian type operator
Min Wang	Kennesaw State University	Existence of solutions of a fractional compartment model with periodic boundary condition
Hongqiang Zhu	Nanjing University of Posts and Telecommunications	An h-adaptive RKDG method and its applications