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Publications by Igor Medved’

Role of Time Relaxation in a One-Dimensional Diffusion-Advection Model of Water and Salt Transport

Advances in Mathematical Physics

Applied Mathematics

English

Related publications

Anomalous Transport in a One-Dimensional Lorentz Gas Model

Journal of Chemical Physics

Theoretical Chemistry

English

Stochastic Solution for Cauchy One-Dimensional Advection Model in Mean Square Calculus

Journal of the Association of Arab Universities for Basic and Applied Sciences

English

Mixing Cell Model: A One-Dimensional Numerical Model for Assessment of Water Flow and Contaminant Transport in the Unsaturated Zone

English

Population Growth and Persistence in a Heterogeneous Environment: The Role of Diffusion and Advection

Mathematical Modelling of Natural Phenomena

Applied Mathematics

English

Comparison of Two Advection-Diffusion Methods for Tephra Transport in Volcanic Eruptions

Communications in Computational Physics

English

Analytical and Numerical Study of Travelling Waves Using the Maxwell-Cattaneo Relaxation Model Extended to Reaction-Advection-Diffusion Systems

Physical review. E

Nonlinear Physics

Condensed Matter Physics

English

Development of a High-Resolution Scheme for a Multi-Dimensional Advection-Diffusion Equation

Journal of Computational Physics

Numerical Analysis

Applied Mathematics

Computer Science Applications

Computational Mathematics

English

Exit Time for a Reaction Diffusion Model: Case of a One Well Potential

Brazilian Journal of Probability and Statistics

English

A New Pressure Relaxation Closure Model for One-Dimensional Two-Material Lagrangian Hydrodynamics

EPJ Web of Conferences

English