In this paper, chaos, coexisting behaviors of attractors and passive control in a dissipative
chemical system modeled by a nonautonomous generalized mixed Rayleigh–Liénard …

Eco-epidemiological can be considered as a significant combination of two research fields
of computational biology and epidemiology. These problems mainly take ecological systems …

We consider an unstructured population of individuals who are randomly matched in an
underlying population game in which the payoffs depend on the evolving state of the …

In this work, we converted a two-dimensional modified Helmholtz oscillator into a three-
dimensional modified Helmholtz jerk oscillator. The study of the stability of the fixed points is …

This work analyzes the chaotic dynamics and the coexistence of attractors and their control
in the complex dynamics of a rotating gyroscope modeled following Euler angles using the …

Even though the existence of nonconvergent evolution of the states of populations in
ecological and evolutionary contexts is an undeniable fact, insightful game-theoretic …

We generalize the Bush-Mosteller learning, the Roth-Erev learning, and the social learning
to include mistakes, such that the nonlinear replicator-mutator equation with either additive …

The concept of evolutionarily stability and its relation with the fixed points of the replicator
equation are important aspects of evolutionary game dynamics. In the light of the fact that …

In this paper, we use the evolution dynamics of the replicator-mutator equation to
understand people's travel mode choices considering the traveler's bounded rationality. We …

In this paper, the replicator dynamics of the two-locus two-allele system under weak
mutation and weak selection is investigated in a generation-wise nonoverlapping …