This manuscript focuses on the implementation of the hierarchical complexity of space-time
deterministic and stochastic dynamical systems to study the pollution dispersion behavior …

In this paper, a couple map lattice (CML) model is used to study the spatiotemporal
dynamics and Turing patterns for a space-time discrete generalized toxic-phytoplankton …

We propose novel metrics based on the Kolmogorov complexity for use in complex system
behavior studies and time series analysis. We consider the origins of the Kolmogorov …

In this study, we explore the subtle temporal structure of environmental data using symbolic
information-theory approach. The newly developed multivariate multiscale permutation …

In a globally connected world, new opportunities are associated with new types of risks.
These new types of risks do not respect national boundaries nor are they restricted to …

This editorial paper presents the papers published in a special issue devoted to the
modeling and simulation of mutating virus pandemics in a globally connected world. The …

Many complex phenomena in earth sciences and geography, including nonlinear fluid
motions in the atmosphere, oceans, rivers, and lakes, coastal morpho dynamics, volcanic …

The Ninth Edition of the International Workshop “Dynamical Systems Applied to Biology and
Natural Sciences (DSABNS)” was held at the Department of Mathematics of the University of …

In this paper, a novel three‐dimensional environmental quality dynamic system is
introduced. Bayesian estimation was used to calibrate environmental quality variables, and …

The abrupt outbreak and transmission of biological diseases has always been a long-time
concern of humankind. For long, mathematical modeling has served as a simple and yet …