Algorithmic Art with Discrete Dynamical Systems

Year: 2020 Authors: Sinan Kapçak

Core claim

Iterative maps can drive generative artworks not only through orbit geometry but also through dynamically computed visual parameters and pseudorandom structure.

Topics

algorithmic art, discrete dynamical systems, orbits and phase diagrams, chaos and stability, generative parameters

Domains

iterative maps, planar maps, fixed point stability, bifurcation, chaotic dynamics, generative art, computational aesthetics, data visualization

Methods

orbit plotting, parameter mapping, dynamic styling functions, chaotic pseudorandom generation, SageMath implementation

Media

disks, line segments, RGB color, opacity, SVG output

Source status

This page publishes metadata and extracted analytical signals only. Raw PDF and full OCR text are kept local for now.