Stochastic art, the Hermann grid #2


United States

New Media
Size: 24 H x 24 W x 2 in

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Art Description

New Media: Algorithmic Art, Vector, Digital, Dye Transfer and Paper on Aluminium, Canvas and Paper.

The shortest route problem is a well-known case study used in model optimization to introduce randomness: what is the shortest route from left point to right point on the board. This is a variation of 10 artworks on the problem. I built the visuals around the board and used color or transparency to help the viewer find the solution. I also introduced elements of optical illusion based on the Hermann grid to add to the visualization random effects.

Keywords: Random, Randomness, Stochastic, Mathematics And Art, Stochastic Art, Mathematical Visualization, The Shortest Route Problem, Hermann Grid, MathArt

Subjects: Abstract

Styles: Abstract, Conceptual, Fine Art, Modern

Mediums: Algorithmic Art, Vector, Digital, Dye Transfer, Paper

Materials: Aluminium, Canvas, Paper

Prints: Abstract Art Prints, Abstract Art Prints, Conceptual Art Prints, Fine Art Art Prints, Modern Art Prints, Algorithmic Art Art Prints, Vector Art Prints, Digital Art Prints, Dye Transfer Art Prints, Paper Art Prints, Aluminium Art Prints, Canvas Art Prints, Paper Art Prints

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