L Eftekhari, MM Amirian - Cognitive Neurodynamics, 2023 - Springer
A memristor is a nonlinear two-terminal electrical element that incorporates memory features and nanoscale properties, enabling us to design very high-density artificial neural networks …
N Arabov, D Nasimov, H Khuzhayorov… - Int. J. Early Child …, 2022 - academia.edu
According to the observations in this paper, an existing mathematical model of banking capital dynamics should be tweaked. First-order ordinary differential equations with a" …
Most of the preys are well aware of sensing predation risk. Consequently, to escape from predators they usually adopt several defense mechanisms, specially refuge themselves to …
G La Manna, N Arrostuto, MM Merella, P Stipcich… - Journal of …, 2024 - Elsevier
Finding solutions for a sustainable coexistence between wildlife and humans is considered among the most challenging environmental management issues for scientists …
We introduce FdeSolver, an open-source Julia package designed to solve fractional-order differential equations efficiently. The available solutions are based on product-integration …
VE Tarasov - Mathematical Methods in the Applied Sciences, 2021 - Wiley Online Library
In this paper, we proposed new predator‐prey models that take into account memory and kicks. Memory is understood as the dependence of current behavior on the history of past …
Ecological memory refers to the influence of past events on the response of an ecosystem to exogenous or endogenous changes. Memory has been widely recognized as a key …
Q Wang, R Han - Qualitative Theory of Dynamical Systems, 2025 - Springer
In this paper, we consider the dynamics of Caputo fractional order predator–prey models with Allee effect in prey and refuge in proportion to the two species. We first investigate the …
H Safdari, M Rajabzadeh, M Khalighi - Applied Numerical Mathematics, 2022 - Elsevier
This paper develops new numerical schemes for solution to nonlinear fractional convection- diffusion equations of order β∈[1, 2]. We propose the local discontinuous Galerkin methods …