Bridges 2011 Short Paper
Fractal Aesthetics in Geometrical Art Forms
Vincenzo Iorfida, Marcella Giulia Lorenzi and Mauro Francaviglia
(Proceedings pages 467–470)
Abstract
Not being able to ``rationalize'' all algebraic-geometric shapes found
in Nature provides evidence that even non-Euclidean geometries are
not enough to describe complex natural phenomena and shapes, unless
we introduce ``fractional sizes'' (where one can see properties and
qualities of algebraic-geometric shapes that Nature offers to our
perception). ``Fractal Geometry'', that is based on ``new dimensions''
and makes use of recursive dynamical systems, has become a new
``customized'' form of ``Dynamical Art'' made peculiar by new codes and
patterns dictated by ``Fractals''. The XX Century is recognized as a
period marked by many new forms of Art and languages which overlap
onto each other, from Expressionism to Cubism, Surrealism,
Constructivism, Futurism, and so on; each one characterized by a
``code'' that can be adopted to distinguish an Art movement from
another. The ``aesthetic beauty of Fractals'' is a ``mathematically
minded'' artistic code that helps the creativity of the artist.
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