Modified Lotka Volterra Model with Perspectives of the Piecewise Derivative
This study uses the Lotka Volterra Predator-Prey model to offer a notion of piecewise patterns for the various piecewise derivatives. Using the piecewise derivatives, we produced numerical solutions that are referred to as the Adams-Bashforth method.
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The κ-Deformed Calogero-Leyvraz Lagrangians and Applications to Integrable Dynamical Systems. [PDF]
Entropy (Basel), 2022 Guha P.
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Rings of constants of four-variable Lotka-Volterra systems
Open Mathematics, 2013 Zieliński Janusz
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A Conserved Quantity and Lie Derivative for Lotka-Volterra's Echo-System
A Conserved Quantity and Lie Derivative for Lotka-Volterra's Echo-Systemapplication/pdf Bulletin of University of Osaka Prefecture. Series A, Engineering and natural sciences.
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Modelling and interpreting the coupling between coherent nonlinear structures and ambient turbulence in fusion plasmas using approaches derived from the Lotka-Volterra equations [PDF]
Turbulent transport in magnetized plasmas is one of the fundamental issues in fusion plasma physics. It is recognized that the interactions between zonal flows(ZFs) and micro-scale drift wave turbulence can influence plasma transport in both Tokamaks and Stellarators. These interactions are believed to play a significant role in the transition from low
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Towards a mathematical understanding of invasion resistance in multispecies communities. [PDF]
R Soc Open Sci, 2023 Gjini E, Madec S.
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Effect of sojourn time distributions on the early dynamics of COVID-19 outbreak. [PDF]
Nonlinear Dyn, 2023 Tunc H, Sari M, Kotil SE.
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Harmonic trophic potentials and memory effects in ecological dynamics in resource-limited ecosystems through the Generalized Lotka-Volterra model with biomass constraints. [PDF]
Theory BiosciMarinho JAO, da Rocha HO, Reis FPP.
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High-order expansion of neural ordinary differential equation flows. [PDF]
Sci AdvIzzo D +3 more
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