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Qualitative and Quantitative Techniques for Differential Equations arising in Applied and Natural Sciences

Organizer(s):
Name:	Affiliation:	Country:
Rehana Naz	Lahore School of Economics	Pakistan
Igor Freire	Universidade Federal do ABC	Brazil
Imran Naeem	Lahore University of Management Sciences	Pakistan

Abstract:

Differential equations are of great importance as a tool for modelling, describing and understanding natural and applied phenomena coming from Biology, Chemistry, Economy and Physics. This session aims to bring together scientists of different fields of such as mathematics and applied and natural sciences having differential equations as subject or tool of work. Potential topics to this session include, but are not limited to: • Economic growth theory • Optimal control • Differential equations modelling natural and economic models • Financial models e.g. Hamilton–Jacobi equation, Hamilton–Jacobi–Bellman equations, Option models, Black–Schole models • Equivalence transformations • Stability analysis • Numerical techniques for special problems in mathematical models • Symmetries, Differential Equations, and Applications • Mathematical Modeling in Biological problems • Fluid Mechanics • Evolution equations coming from hydrodynamics • Difference equations and Dynamic Equations on Time Scales

List of approved abstract
Name	Affiliation	Title
Dr. Farkhanda Afzal	National University of Sciences and Technology	Effects of Partial slip and different wave forms on peristaltic transport of a couple stress fluid in a rectangular duct: Impact of lateral walls
Noreen Akbar	National University of Sciences and Technology, Islamabad, Pakistan	Differential Equation Formulation From Bio-Medical Venture For The Biviscosity Fluid Model Due to Ciliary Motion With Magnetic Resonance
Dr. Safia Akram	MCS, National University of Sciences and Technology, Islamabad, Pakistan	Impact of double-diffusivity convection in nanofluids and induced magnetic field on peristaltic pumping of a Carreau fluid in a tapered channel with different wave forms
Altemir Bortuli Junior	Federal University of ABC	EXACT SOLUTIONS OF A RADIALLY SYMMETRIC AVASCULAR CANCER MODEL
Priscila da Silva	Universidade Federal do ABC	Existence of bounded traveling wave solutions for a singular class of equations
Ebrahim Fredericks	University of Cape Town	Lie Group Methods for Stochastic Differential Equations
Igor L Freire	UFABC	Some properties of shallow water models with time decaying solutions
Khurram Iqbal	Institute of Business Management (IoBM)	Modeling of reactive melt infiltration used in the fabrication of Ni-Si/C composites
Ehnber E Maraj	Department of Mathematics, Faculty of Sciences, HITEC University Taxila, Pakistan	A Theoretical Assessment of Ethylene Glycol Diluted in Hydrogen dioxide with Graphene Characteristics: Computational Boxes Algorithm
Justin Munyakazi	University of the Western Cape	A fitted method of lines for parabolic singularly perturbed problems
Rehana Naz	Lahore School of Eonomics	The first integrals and exact solutions of Ermakov's system by Hamiltonian version of Noether's theorem
Nicolo Pecora	Catholic University	Analysis of 1:4 resonance in a monopoly model with memory
Amer Rasheed	Lahore University of Management Sciences	Modelling Charge Carrier Transport in Amorphous Semiconductors Using Fractional Calculus
Hiroshi Takahashi	Keio Univeristy	Interval estimations for Euler-Maruyama approximate solutions of stochastic differential equations with multiple delays
Bin Xie	Shinshu University	Long time behavior of stochastic partial differential equations driven by inhomogeneous space-time white noise
Iffat Zehra	Air University, PAF Complex, E-9, Islamabad	Dynamics of Thermally Magnetized Grooved Flow Field Having Uniformly Heated Circular Cylinder: Finite Element Analysis