Search engine for discovering works of Art, research articles, and books related to Art and Culture
Javascript must be enabled to continue!
Fractal Graphic Designer Anton Stankowski
View through CrossRef
The author introduces an outstanding master of graphic design and photography, Anton Stankowski, as a fractal artist. Stankowski saw his challenge as inventing a visual graphic language capable of depicting natural and technological processes and abstract notions in an aesthetic and comprehensible way. Many of Stankowski's works demonstrate fractal-like characteristics. Analysis of his theory of design provides convincing evidence that this is not accidental. Stankowski used these features consciously. He devised and applied a principle of organizing forms in pictures by means of two components, branching and regeneration, both of which are properties of self-similarity and the underlying bases of fractals.
Title: Fractal Graphic Designer Anton Stankowski
Description:
The author introduces an outstanding master of graphic design and photography, Anton Stankowski, as a fractal artist.
Stankowski saw his challenge as inventing a visual graphic language capable of depicting natural and technological processes and abstract notions in an aesthetic and comprehensible way.
Many of Stankowski's works demonstrate fractal-like characteristics.
Analysis of his theory of design provides convincing evidence that this is not accidental.
Stankowski used these features consciously.
He devised and applied a principle of organizing forms in pictures by means of two components, branching and regeneration, both of which are properties of self-similarity and the underlying bases of fractals.
Related Results
Theoretical study of laser-cooled SH<sup>–</sup> anion
Theoretical study of laser-cooled SH<sup>–</sup> anion
The potential energy curves, dipole moments, and transition dipole moments for the <inline-formula><tex-math id="M13">\begin{document}${{\rm{X}}^1}{\Sigma ^ + }$\end{do...
Dynamic Rigid Fractal Spacetime Manifold Theory
Dynamic Rigid Fractal Spacetime Manifold Theory
This paper proposes an innovative framework, the Dynamic Rigid Fractal Spacetime Manifold Theory (DRFSMT), which integrates fractal and noncommutative algebra to provide a unified ...
Acoustics of Fractal Porous Material and Fractional Calculus
Acoustics of Fractal Porous Material and Fractional Calculus
In this paper, we present a fractal (self-similar) model of acoustic propagation in a porous material with a rigid structure. The fractal medium is modeled as a continuous medium o...
Thermal Transport of Graphene Sheets with Fractal Defects
Thermal Transport of Graphene Sheets with Fractal Defects
Graphene combined with fractal structures would probably be a promising candidate design of an antenna for a wireless communication system. However, the thermal transport propertie...
Fractal-Based Pattern Quantification of Mineral Grains: A Case Study of Yichun Rare-Metal Granite
Fractal-Based Pattern Quantification of Mineral Grains: A Case Study of Yichun Rare-Metal Granite
The quantification of the irregular morphology and distribution pattern of mineral grains is an essential but challenging task in ore-related mineralogical research, allowing for t...
Fractal Description of Pore Structures of Low Permeability Oil Reservoirs and its Relationship with Gemini Surfactant Flooding
Fractal Description of Pore Structures of Low Permeability Oil Reservoirs and its Relationship with Gemini Surfactant Flooding
Abstract
Gemini surfactant flooding is a promising technique to enhance oil recovery from medium-high permeability oil reservoirs. The screening of the gemini surfac...
Quantitative Description for the Heterogeneity of Pore Structure by Using Mercury Capillary Pressure Curves
Quantitative Description for the Heterogeneity of Pore Structure by Using Mercury Capillary Pressure Curves
ABSTRACT
Pore structure of reservoir rock is one of the most important factors to affect microscopic oil and water flowing in porous media and the development effici...
Saturation Exponents Derived from Fractal Modeling of Thin-sections
Saturation Exponents Derived from Fractal Modeling of Thin-sections
Abstract
Determination of the initial saturation of a hydrocarbon reservoir requires resistivity log data and saturation exponent. A number of experimental invest...