In this paper, we establish a predator–prey model with Beddington–Deangelis functional
response. For this model, firstly, the existence of the positive equilibrium point and the …

In this manuscript, we systematically investigate projective difference synchronization
between identical generalized Lotka–Volterra biological models of integer order using active …

In this work, we study hybrid projective combination synchronization scheme among
identical chaotic generalized Lotka-Volterra three species biological systems using active …

This research addresses a systematic design for investigating hybrid projective combination
difference synchronization (HPCDS) scheme between chaotic prey-predator systems via …

In chiral symmetry breaking, populations with initial enantiomeric excess (EE) are
probabilistically favored if statistical fluctuation is present, as in nature. Stochastic methods …

We show a chiral symmetry conservation principle based on chemical kinetics using
stochastic results. Suppose the chiral symmetry conservation is evoked, and our universe …

This manuscript puts forward the chaos controlling in the dynamics of the generalized Lotka-
Volterra biological system. Firstly, the phase diagrams and Lyapunov exponents are …

Under the assumption that stochastic white noise perturbations are directly proportional to
the deviation of the state from the equilibrium states of a continuous mutualistic model, we …

The impact of climate change on biodiversity needs to be understood from a
multidisciplinary approach. Using an analytical framework, we investigate the species …

This manuscript addresses a comprehensive methodology to investigate hybrid compound
difference synchronization (HCDS) in chaotic three species predator-prey model (PPM) via …