Global Attractivity of the Periodic Lotka–Volterra System
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Pinghua, Yang, Rui, Xu
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Global attractivity in a competition system with feedback controls
The authors consider a two species Lotka-Volterra competition system with feedback controls. They derive sufficient conditions for the existence of a globally attracting positive equilibrium in the cases where the indirect controls act instantaneously or with a fixed time delay \(\tau\).
Weng, Peixuan, Gopalsamy, Kondalsamy
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ASSESSMENT OF THE INVESTMENT ATTRACTIVENESS OF REGIONAL BONDS OF THE ORENBURG REGION IN THE CONTEXT OF MITIGATING MONETARY POLICY AND GLOBAL UNCERTAINTY [PDF]
В. С. Левин
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Attractivity and global stability for linearizable difference equations
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E. J. Janowski, Mustafa R. S. Kulenovic
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Existence and global attractivity of positive periodic solutions for a Holling II two-prey one-predator system [PDF]
Changjin Xu, Peiluan Li, Yuanfu Shao
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On the global attractivity and oscillations in a class of second order difference equations from macroeconomics [PDF]
Hassan A. El-Morshedy
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Global minimisers for anisotropic attractive–repulsive interactions
We prove the existence of global minimisers for a class of attractive–repulsive interaction potentials that are in general not radially symmetric. The global minimisers have compact support. For potentials including degenerate power-law diffusion, the interaction potential can be unbounded from below.
Kaib, G., Kang, K., Stevens, A.
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Global attractivity of a class of delay differential equations with impulses [PDF]
Yuji Liu, Binggen Zhang
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Estimation of domains of attraction: A global optimization approach
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Matallana Perez, Luis Geronimo +2 more
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Globally and locally attractive solutions for quasi-periodically forced\n systems [PDF]
Michele V. Bartuccelli +2 more
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