Mathematical Modelling and Computational Biology

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Special Issue Editors




Guest Editor

Dr. A. Manickam  E-mail Website






School of Advanced Science and Languages, VIT Bhopal University, Kotharikalan-466 114.Sehore(Dt). Bhopal, Madhya Pradesh, India


Guest Editor


Dr. R. Lakshun Naidu    Website


Affiliation      Department of Basic Science &Humanities, GMR Institute of Technology(Autonomous), Rajam, Vizainagaram (Dt), AP, PIN-532127




Special Issue Information




The aim of this Special Issue is to invite researchers and medical practitioners to propose novel
ideas or applications of state-of-the-art computational methods for real time applications.

Mathematical Modeling is an increasingly important link between pure mathematics and
its application in science and technology. With the rapid development of science technology and
computer technology, numerical simulation has gradually become a powerful tool for scientific
research and solving engineering problems.

This Special Issue on “Mathematical Modelling and Computational Biology” of Contemporary
Mathematics ISSN: 2705-1064 (Print) 2705-1056 (Online)
invites both original research and review papers that bring together new computational methods
and applications.

The articles can involve theory, algorithm, programming, coding, numerical simulation and/or
novel applications of computational techniques to problems in engineering, science and other
disciplines related to computations. It covers any type of computational method in applied
mathematics and mechanics. Some possible topics of interest include: finite element methods,
finite difference methods, finite volume methods, meshless and particle methods, per dynamics,
molecular dynamics, interpolation, approximation, optimization, quadrature methods, numerical
linear algebra, numerical methods for ordinary/partial differential equations, etc., and their
applications for solving real problems in sciences and engineering.

The topics to be covered include, but are not limited to:

Mathematical model for real time applications in various field like biology, ecology, finance,
environmental science, fluid mechanics, signal and image processing, Genome signal processing.
chemistry, physics, electricity, and medicine.
Mathematical models for various complex engineering problems in the sense of fractionalorder
Tools of AIML (Artificial Intelligence and Machine learning) and data analysis by applying
fractional numerical techniques.
Different analytical and numerical algorithms to solve fractional-order dynamical systems or
Stability analysis and control design for fractional-order systems Optimization problems.
Special functions concerned with Mathematical problems.
Mathematical Stochastic differential equations and integral inequalities.
Relativity and Cosmology.




Published Papers




This special issue is now open for submission.



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