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math.AP2026

The Diffusive Exchange Driven Growth Model with unbounded kernels

Saumyajit Das, Ram Gopal Jaiswal

We study the discrete diffusive exchange-driven growth (EDG) equations on a bounded smooth domain of arbitrary dimension subject to homogeneous Neumann boundary conditions. The sys…

math.AP2026

Homogenization of Three Species Reaction Diffusion Equation in Perforated Domains

Saumyajit Das, Kshitij Sinha

In this article we study the asymptotic behaviour of the solution of the three species chemical reaction-diffusion model with non-homogeneous Neumann boundary condition in a perfor…

math.AP2026

Existence for the Discrete Nonlinear Fragmentation Equation with Degenerate Diffusion

Saumyajit Das, Ram Gopal Jaiswal

A mathematical model for the discrete nonlinear fragmentation (collision-induced breakage) equation with diffusion is studied. The existence of global weak solutions is established…

math.AP2025

Boundary Control and Calderón type Inverse Problems in Non-local heat equation

Saumyajit Das

We examine various density results related to the solutions of the non-local heat equation at a specific time slice, focusing on two distinct models: one with homogeneous Dirichlet…

math.AP2024

Convergence to equilibrium for a degenerate triangular reaction-diffusion system

Saumyajit Das, Harsha Hutridurga

In this article we study a reaction diffusion system with unknown concentration. The non-linearity in our study comes from an underlying reversible chemical reaction and triang…