Results 61 to 70 of about 15,237 (204)
Power Domains and Iterated Function Systems
The author's summary: ``We introduce the notion of weakly hyperbolic iterated function system (IFS) on a compact metric space, which generalizes that of hyperbolic IFS. Based on a domain-theoretic model, which uses the Plotkin power domain and the probabilistic power domain respectively, we prove the existence and uniqueness of the attractor of a ...
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Common Attractors for Generalized F-Iterated Function Systems in G-Metric Spaces
In this paper, we study the generalized F-iterated function system in G-metric space. Several results of common attractors of generalized iterated function systems obtained by using generalized F-Hutchinson operators are also established.
Talat Nazir, Sergei Silvestrov
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Iterated Function System and Ruelle Operator
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Fan, Ai Hua, Lau, Ka-Sing
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Parabolic Iterated Function Systems
. In this paper we introduce and explore conformal parabolic iterated function systems. We define and study topological pressure, Perron-Frobenius type operators, semiconformal and conformal measures and the Hausdorff dimension of the limit set.
M. Urbanski, R. D. Mauldin, M. Urba Nski
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Directed graph iterated function systems
This thesis concerns an active research area within fractal geometry. In the first part, in Chapters 2 and 3, for directed graph iterated function systems (IFSs) defined on ℝ, we prove that a class of 2-vertex directed graph IFSs have attractors that ...
Boore, Graeme C.
core
The Average Shadowing Property in Continuous Iterated Function Systems
In this paper, we introduce a new type of iterated function systems, named; CIFS. Actually in a CIFS we have some flows instead of some functions in iterated function systems.
M. Fatehi Nia
doaj
Fractals in $$S_b$$ S b -metric spaces
This study aims to discover attractors for fractals by using generalized F-contractive iterated function system, which falls within a distinct category of mappings defined on $$S_b$$ S b -metric spaces.
Fahim Ud Din +3 more
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Fractals and Self-Similarity in Economics: the Case of a Stochastic Two-Sector Growth Model [PDF]
We study a stochastic, discrete-time, two-sector optimal growth model in which the production of the homogeneous consumption good uses a Cobb-Douglas technology, combining physical capital and an endogenously determined share of human capital.
Privileggi, Fabio +2 more
core
Porosity in Conformal Infinite Iterated Function Systems
In this paper we deal with the problem of porosity of limit sets of conformal (infinite) iterated function systems. We provide a necessary and sufficient condition for the limit sets of these systems to be porous.
Urbański, Mariusz
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Thermodynamic Formalism for General Iterated Function Systems with Measures. [PDF]
Brasil JE, Oliveira ER, Souza RR.
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