The Generative Artwork series is created using Polynomial Functions (2D) through the use of software and different algorithms to generate fractal images. Some additional image editing tools are also employed.
In mathematics, a polynomial is an expression made up of variables (also known as indeterminates) and constants, constructed using only the operations of addition, subtraction, multiplication, and non-negative integer exponents.
This artwork is a study of creating abstract fractal geometrical structures in different spaces using digital media and programming languages.
Gallery Mitte, Barcelona. 3-24 November 2011. www.mitte-barcelona.com
2011 Art Exhibit, July 27-31 2011.
Bridges conference on connections between art and mathematics, University of Coimbra, Portugal.
Generative Artworks / Polynomial Functions. Digital Prints.
Gallery Mitte, Barcelona, Spain 3-24 November 2011
IAP, Istanbul, Turkiye, 3-22 December 2011
Feminine Polynomials # 01
C-Type digital print mounted on dibond
42 X 30 cm
Feminine Polynomials # 02
C-Type digital print mounted on dibond
42 X 30 cm
Feminine Polynomials # 03
C-Type digital print mounted on dibond
42 X 30 cm