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Mathematics - Special Issue


The special issue "Transport Phenomena Equations: Modelling and Applications" of Mathematics journal (SSN 2227-7390, I.F.: 1.747) is now open to receive submissions.

The term "transport" is often applied to the study of phenomena governing the rates of flow of mass, energy and momentum (or fluid flow) in various research fields.

This Special Issue focuses on Transport Equations research with an emphasis on its recent advancements and its use in various applications.

It will provide state-of-the-art expositions of major advances by theoretical, numerical and experimental studies from a molecular, microscopic, mesoscopic or macroscopic point of view across the spectrum of transport phenomena, from scientific enquiries to practical applications.

This special issue will collect high-quality contributions, reflecting both theoretical/analytical aspects and important recent advances in computational methods and applications.

This special issue belongs to the section "Mathematical Physics".

Topics of interest include, but are not limited to:

  • Model identification

  • Models described by partial differential equations and originating from various subjects in population biology, such as physiologically structured equations and bacterial movement;

  • Inverse problems for such models: parameter estimation and model identification;

  • Stochastic differential equations and their applications;

  • Stochastic perturbation of differential models;

  • Transport in porous media using mass diffusion and different convective flow models such as Darcy and the Brinkman models;

  • Transport equations with applications to traffic problems.

Guest Editors:

Dr Maria Francesca Carfora, Institute for Applied Mathematics “M. Picone”, CNR

Dr Isabella Torcicollo, Institute for Applied Mathematics  “M. Picone”, CNR

Paper submission deadline: October 31st, 2021