Results 61 to 70 of about 577,183 (211)
Inferring alternative ecosystem states with field survey data
Abstract Many ecosystems potentially exhibit alternative stable states, where distinct states can coexist under identical environmental conditions. While simulation models have generated key hypotheses in alternative stable states theory, they often rely on scale‐free parameters disconnected from real ecosystems.
Ning Chen +10 more
wiley +1 more source
Coexisting coherent and incoherent domains near saddle-node bifurcation
A common external forcing can cause a saddle-node bifurcation in an ensemble of identical Duffing oscillators by breaking the symmetry of the individual bistable (double-well) unit. The strength of the forcing determines the separation between the saddle
V. K. Chandrasekar +3 more
core +1 more source
In the recent years, significant research interest has been devoted in the modelling and applications of chaotic systems with stable equilibria. In this research study, we propose a new 3-D chaotic system with two stable node-foci equilibria and an ...
Talal Bonny +4 more
doaj +1 more source
Eco‐Evolutionary Dynamics of Pathogen Epidemic Timing in a Seasonal Environment
How are seasonal patterns of pathogen epidemics shaped by evolution? Using numerical and analytical approaches, we investigate the evolution of pathogen seasonal preferences. Our analysis identifies two selective forces driving the diversification of pathogen seasonality: seasonal priority effect and stabilising selection.
Ryuichi Kumata, Akira Sasaki
wiley +1 more source
From SMILES Codes for Reactants and Products to Transition States With VeloxChem
Initial guesses for transition state optimizations are produced from a mere input of reactant and product SMILES codes, and achieved by interpolating generated force fields for reactants and products. The entire workflow scheme is implemented in the VeloxChem software.
Bastiaan van Hoorn +2 more
wiley +1 more source
Saddle-node bifurcations of multiple homoclinic solutions in ODES
The authors study periodic perturbations of differential equations possessing a homoclinic orbit along which the tangent spaces of the corresponding stable and unstable manifolds intersect in a three-dimensional space. This paper can be seen as a continuation of the work ``Multiple transverse homoclinic solutions near a degenerate homoclinic orbit ...
Lin, Xiao-Biao, Zhu, Changrong
openaire +1 more source
This research develops a mathematical model of a natural phenomenon, namely sea snails that can release toxins (allelopathy) so that non-toxic sea snails become afraid. In addition, toxic and non-toxic sea snails share biotic resources.
Mifta Kharisma Dewi +2 more
doaj +1 more source
Hidden Complexity in Stress‐Induced Phase Transformations of CeO2–ZrO2 Ceramics
Using atomistic simulations, this study reveals that the tetragonal‐to‐monoclinic transformation in zirconia is more complex than previously thought. While pure bulk zirconia often becomes trapped in metastable phases, ceria doping and free surfaces facilitate the transformation into the stable phase, aligning with experimental data.
Gaël Huynh +3 more
wiley +1 more source
Nonautonomous saddle-node bifurcations: Random and deterministic forcing
17 pages, 5 ...
Anagnostopoulou, V., Jäger, T.
openaire +3 more sources
Bogdanov–Takens bifurcation of a Holling IV prey–predator model with constant-effort harvesting
A prey–predator model with constant-effort harvesting on the prey and predators is investigated in this paper. First, we discuss the number and type of the equilibria by analyzing the equations of equilibria and the distribution of eigenvalues.
Lifang Cheng, Litao Zhang
doaj +1 more source

