2 citations · 11 across the 15 of their papers we have counts for
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The canonical projection associated with a mixed possibly infinite iterated function system
Bogdan-Cristian Anghelina, Radu Miculescu, Alexandru Mihail
This paper provides an alternative description for the fixed points of the fractal operator associated with a mixed possibly infinite iterated function system via a canonical proje…
On the range of fractal interpolation functions
Bogdan Anghelina, Radu Miculescu, María Antonia Navascués
In this paper, based on the results from [On the localization of Hutchinson-Barnsley fractals, Chaos Solitons Fractals, 173 (2023), 113674], we generate coverings (consisting of fi…
Covers of fractal interpolation surfaces with finite families of octahedrons
Bogdan Anghelina, Radu Miculescu
In our previous work, On the localization of Hutchinson-Barnsley fractals, Chaos Solitons Fractals, 173 (2023), 113-674, we presented a method for finding a finite family of closed…
A characterization of the fuzzy fractals generated by an orbital fuzzy iterated function system
Radu Miculescu, Alexandru Mihail, Irina Savu
Orbital fuzzy iterated function systems are obtained as a combination of the concepts of iterated fuzzy set system and orbital iterated function system. It turns out that, for such…
Diameter Diminishing To Zero IFSs
Radu Miculescu, Alexandru Mihail
In this paper we introduce the notion of diameter diminishing to zero iterated function system, study its properties and provide alternative characterizations of it.
A new algorithm that generates the image of the attractor of a generalized iterated function system
Radu Miculescu, Alexandru Mihail, Silviu-Aurelian Urziceanu
We provide a new algorithm (called the grid algorithm) designed to generate the image of the attractor of a generalized iterated function system on a finite dimensional space and w…
The Independence of p of the Lipscomb's L(A) Space Fractalized in l^{p}(A)
Radu Miculescu, Alexandru Mihail
In one of our previous papers we proved that, for an infinite set A and p\in[1,\infty), the embedded version of the Lipscomb's space L(A) in l^{p}(A), p\in[1,\infty), with the metr…