This paper discusses the recent progress in understanding the properties of transient
dynamics in complex ecological systems. Predicting long-term trends as well as sudden …

The growth and dynamics of multicellular tissues involve tightly regulated and coordinated
morphogenetic cell behaviors, such as shape changes, movement, and division, which are …

In nature, different species compete among themselves for common resources and
favorable habitat. Therefore, it becomes really important to determine the key factors in …

This Chapter aims to investigate the error estimation of numerical approximation to a class of
semilinear parabolic problems. More specifically, the time discretization uses the backward …

The main goal of this paper is to obtain error bounds for parabolic integro-differential
equation. The derivation of these bounds is based elliptic and Ritz-Volterra reconstructions …

This work aims to construct a posteriori error bounds for semidiscrete semilinear parabolic
problems in terms of L∞(H 1) norm. The curtail idea is to adapt the elliptic reconstruction …

The aim of this work was to provide a formulation of a non-linear diffusion model with forced
convection in the form of a reaction–absorption system. The model was studied with …

The aim of this paper is to derive a posteriori error estimates for semilinear parabolic
interface problems. More specifically, optimal order a posteriori error analysis in the-norm for …

Abstract Modified Lotka–Volterra chemical schemes were developed with the goal of
performing numerical simulation of detonation driven by single-and multi-stage heat release …

We consider a deterministic model of a rock-paper-scissors () cyclic ecological system. The
model accounts for species mobility via Fickian diffusion, as well as interspecies interactions …