random attractors
Random Attractors for Stochastic Reaction Diffusion Equations with Distribution Derivatives on Unbounded Domains
... of random attractors for a stochastic reaction-diffusion equ- ation with distribution derivatives on unbounded ...continuous random dynamical system and asymptotic compactness for this demonstrated ...
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Random attractors for stochastic discrete complex non autonomous Ginzburg Landau equations with multiplicative noise
... concerning random dynamical systems and random attractors for non-autonomous random dynam- ical ...the random attractor for stochastic discrete complex non-autonomous Ginzburg-Landau ...
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Random attractors for the stochastic coupled suspension bridge equations of Kirchhoff type
... This paper is devoted to the dynamical behavior of stochastic coupled suspension bridge equations of Kirchhoff type. For the deterministic cases, there are many classical results such as existence and uniqueness of a ...
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Random Attractors for the Kirchhoff Type Suspension Bridge Equations with Strong Damping and White Noises
... the random attractor for the infinite-dimensional RDS [8] [9]. A random attractor of RDS is a measurable and compact invariant random set attracting all ...studied random attractor for damped ...
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Existence of random attractors for the floating beam equation with strong damping and white noise
... the random attractor for the infinite-dimensional RDS [, ]. A random attractor of RDS is a measurable and compact invariant random set attracting all ...a random attractor exists, it is the ...
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Random Attractors for the Stochastic Navier–Stokes Equations on the 2D Unit Sphere
... In our paper a special attention is given to the noise with low space regularity. While many works on random attractors consider only finite dimensional noise, we follow here the approach from Brze´zniak et ...
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Random attractors for the stochastic damped Klein Gordon Schrödinger system
... In this section, we will apply Proposition . to prove the existence of random attractors for the Klein-Gordon-Schrödinger system with -small random perturbation. The main tool is the tail-estimates ...
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Random attractors for Ginzburg–Landau equations driven by difference noise of a Wiener like process
... By an abstract combined result on both existence and upper semi-continuity of random attractors, given by Li et al. [23] (also see [12]), we have to verify three aspects: (a) the convergence of the solution ...
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Random Attractors for the Dissipative Hamiltonian Amplitude Equation Governing Modulated Wave Instabilities with Additive Noise
... ctively ng, L., Dai, Z. D. [7] obtained the estimate of the Hausdorff dimension and the fractal dimension of a global attractor for the perturbed and unperturbed sys- tems separately. However, up to the best of our ...
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Random Attractors of Stochastic Non Autonomous Nonclassical Diffusion Equations with Linear Memory on a Bounded Domain
... of random at- ...continuous random dynamical sys- tem to proving the existence and uniqueness of the solution, then prove the ex- istence of a closed random absorbing set and establish the asymptotic ...
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Existence of Random Attractor Family for a Class of Nonlinear Higher Order Kirchhoff Equations
... global random attractor for general stochastic dynamical systems, and then use these sufficient conditions to give a simple method for finding the global random attractors of the upper bound of ...
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The Global and Pullback Attractors for a Strongly Damped Wave Equation with Delays*
... of random attractors has been investigated by many authors, see, ...these random dynamical ...this attractors to a component subset for a fixed parameter value is achieved by starting ...
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Random attractor for a stochastic viscous coupled Camassa Holm equation
... of random systems is captured by a pullback random attractor, which was introduced in [, , ] as an extension of attractor theory of deterministic system in ...of random attractors for ...
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Continuity of pullback and uniform attractors
... uniform attractors A λ , there is a residual set at which the map λ 7→ A λ is ...uniform attractors and then show when Λ is compact that the continuity of pullback attractors and uniform ...
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Wild attractors and thermodynamic formalism
... occurs on exactly a single interval. The existence of a dissipative σ-finite acim when there is a wild attractor was shown by Martens [34], see also [10, Theorem 3.1]. Within interval dynamics, inducing schemes have ...
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Search for Inflationary Attractors
... For a long time, much of the field of cosmology could be reduced to solving the Friedmann equations under different assumptions on the material content of the universe.. Although General[r] ...
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Chaotic and Hyperchaotic Complex Jerk Equations
... The aim of this paper is to introduce and investigate chaotic and hyperchaotic complex jerk equations. The jerk equa- tions describe various phenomena in engineering and physics, for example, electrical circuits, laser ...
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Some connections between the attractors of an IIFS S and the attractors of the sub-IFSs of S
... the attractors of two such GIFSs, an upper bound for the Hausdorff- Pompeiu distance between the attractors of such a GIFS and an arbitrary compact set of X are presented, and its continuous dependence in ...
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Cancer: Strange Attractors and Complexity
... strange attractors in cancer ecosystems, whether it be the time lapse imaging of intracellular protein patterning or the attractor Waddington landscape reconstructed from time-series gene expression ...strange ...
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Fibre inflation and α-attractors
... However, despite their simplicity and generality α-attractors so far had no clear link to a UV completion in string theory. One of the main problems has been, that those string moduli fields, which acquire a ...
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