Review Article
Sierpinski-like carpets
- By Thor Martinsen, Beny Neta, Maital Neta - 28 Nov 2025
- Applied Mathematics on Science and Engineering, Volume: 2(2025), Issue: 2, Pages: 37 - 47
- https://doi.org/10.65036/amse227
- Received: 30.09.2025; Accepted: 10.11.2025; Published: 28.11.2025
Abstract:
The Sierpinski carpet was developed as a two-dimension extension of the Cantor set. Here we discuss the artistic expression of such carpets along with the development of more visually pleasing Sierpi´nski-like carpets created by using the basins of attraction of iterative methods for the solution of certain nonlinear equations.
Author Information:
Thor Martinsen (ORCID): Department of Applied Mathematics Naval Postgraduate School, Monterey, CA 93943.
Beny Neta (ORCID): Department of Applied Mathematics Naval Postgraduate School, Monterey, CA 93943.
Maital Neta (ORCID): Department of Psychology University of Nebraska, Lincoln, NE, USA.
How To Cite: T. Martinsen, B. Neta, M. Neta. Sierpinski-like carpets. Applied Mathematics on Science and Engineering, 2(2):37–47, 2025. https://doi.org/10.65036/amse227