NMIntegro 2014 - Symposium on Numerical Methods for Integro and Fractional Differential Equations
Topics/Call fo Papers
Organizers: Qasem M. Al-Mdallal, Associate Professor of Mathematics, Department of Mathematical Sciences, College of Science, UAE University, P.O. Box 17551, Al-Ain, United Arab Emirates, Fax: 971-3-7671291, Tel: 971-3-7136397 and Muhammed I. Syam, Professor of Mathematics, Department of Mathematical Sciences, College of Science, UAE University, P.O. Box 17551, Al-Ain, United Arab Emirates, Fax: 971-3-7671291, Tel: 971-3-7136395
E-mail: q.almdallal-AT-uaeu.ac.ae and m.syam-AT-uaeu.ac.ae
Integro and Fractional differential equations have attracted much attention in a variety of applied sciences due to their importance in studying many models in fluid dynamics, plasma physics, mathematical biology and chemical kinetics.
For instance, these equations are used to describe wave propagation and to control the shallow water. It is well-known that it is extremely difficult to find exact solutions for such equations. Therefore, several numerical algorithms have been developed over the years to find approximate solutions.
In this Symposium, we will focus on the numerical techniques for integro and fractional differential equations. Potential topics include, but are not limited to:
Integral equations.
Integro-differential equations.
Fractional differential equations.
Fractional integro-differential equations.
System of integral equations.
System of integro-differential equations.
System of fractional differential equations.
E-mail: q.almdallal-AT-uaeu.ac.ae and m.syam-AT-uaeu.ac.ae
Integro and Fractional differential equations have attracted much attention in a variety of applied sciences due to their importance in studying many models in fluid dynamics, plasma physics, mathematical biology and chemical kinetics.
For instance, these equations are used to describe wave propagation and to control the shallow water. It is well-known that it is extremely difficult to find exact solutions for such equations. Therefore, several numerical algorithms have been developed over the years to find approximate solutions.
In this Symposium, we will focus on the numerical techniques for integro and fractional differential equations. Potential topics include, but are not limited to:
Integral equations.
Integro-differential equations.
Fractional differential equations.
Fractional integro-differential equations.
System of integral equations.
System of integro-differential equations.
System of fractional differential equations.
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Last modified: 2013-11-10 13:56:38