| Previous abstract | Back to issue content | Next abstract |
Volume 35, Number 3, pages 275-278 (2024)
https://doi.org/10.26830/symmetry_2024_3_275
RADIAL SECANTS
Anita Ádám
Artist, visual culture teacher, Msc, Hungary, 2194 Tura, Dózsa György utca 1.
Email: atinamada@gmail.com
Abstract: Symmetry is the universal law of nature, and abstract geometry is the visual language of its formal world. Thales' structural analysis of natural structures led to the extension of Thales’ theorem of parallel secants and secant segments to arcs. The pattern that emerges when applying the principle of construction to regular polygons involves the topology of the hypercube, a symbolic projection of higher spatial dimensions, the expression of which is central to my artistic endeavours.
References:
Darvas G. (2003) Szimmetria, Budapest: Typotext Kiadó, 398 pages.
Egely G. (1999) Bevezetés a tértechnológiába 2, rész. Budakeszi: Egely Kft., 313 pages.
Hajnal I. (2018) Párhuzamos szelők – és szelőszakaszok tétele, Matekarcok. https://matekarcok.hu/parhuzamos-szelok-tetele/
Hanna Price (2022) Simulating four-dimensonal pysics in the laboratory, Physics Today. https://doi.org/10.1063/PT.3.4981
Haresh L. (2018) Morphological universe, Symmetry: Culture and Science, Budapest, Volume 29, Number 1. Transleted by István Herédi; e-mail: st.iffdnb@gmail.com; website: https://linguaheredi.hu/
| Previous abstract | Back to issue content | Next abstract |