Add to ORKGThe idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fractal is a mathematically generated pattern that is reproducible at any magnification or reduction and the reproduction looks just like the original, or at least has a similar structure. Georg Cantor (1845-1918) founded set theory and introduced the concept of infinite numbers with his discovery of cardinal numbers. He gave examples of subsets of the real line with unusual properties. These Cantor sets are now recognized as fractals, with the most famous being the Cantor Square
In this project, we are interested in how certain fractals can be generated by using introductory li...
This paper explores new types of fractals created by iteration of the functions xn+1 = f1(xn, yn) an...
Fractals fascinates both academics and art lovers. They are a form of chaos. A key feature that dist...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
This volume is based upon the presentations made at an international conference in London on the sub...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
This thesis applies concepts in fractal geometry to the relatively new field of mathematics known as...
Novel fractal forms can be created by iteration of higher order polynomials of the complex variable,...
In this project, we are interested in how certain fractals can be generated by using introductory li...
This paper looks at the topic of fractal geometry and chaos theory. It explores the basics of both f...
This presentation applies concepts in fractal geometry to the relatively new field of mathematics kn...
Fractal geometry and chaos theory are deeply rooted in significant problems in the history of mathem...
In this project, we are interested in how certain fractals can be generated by using introductory li...
This paper explores new types of fractals created by iteration of the functions xn+1 = f1(xn, yn) an...
Fractals fascinates both academics and art lovers. They are a form of chaos. A key feature that dist...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
This volume is based upon the presentations made at an international conference in London on the sub...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
The idea of fractals is relatively new, but their roots date back to 19th century mathematics. A fra...
This thesis applies concepts in fractal geometry to the relatively new field of mathematics known as...
Novel fractal forms can be created by iteration of higher order polynomials of the complex variable,...
In this project, we are interested in how certain fractals can be generated by using introductory li...
This paper looks at the topic of fractal geometry and chaos theory. It explores the basics of both f...
This presentation applies concepts in fractal geometry to the relatively new field of mathematics kn...
Fractal geometry and chaos theory are deeply rooted in significant problems in the history of mathem...
In this project, we are interested in how certain fractals can be generated by using introductory li...
This paper explores new types of fractals created by iteration of the functions xn+1 = f1(xn, yn) an...
Fractals fascinates both academics and art lovers. They are a form of chaos. A key feature that dist...