EN
TR
Determination of the Mathematical Theorems on Ancient Mosaics
Öz
The aim of this research is to examine and evaluate the reflection of mathematical knowledge on examples of ancient mosaic art. As a result of the comparison between history of mathematics and art of mosaics, a connection has been made between the well-known theorems and patterns through the nature of the forms. For this purpose, patterns like swastika, meander, spiral and cube forms, as well as the forms that can be produced from the graph related to the lunar area calculation of Hippocrates of Chios have been analyzed. In addition, analyzes, discussions and evaluations on the identification of the forms similar to the semi-regular solids of Archimedes and the hexagons of Pappus of Alexandria have been presented. It is thought that the methods used and the information obtained in this study will contribute to the research of mosaic art and history of mathematics, the documentation and evaluation of archaeological artifacts, the museology practices and conservation studies.
Anahtar Kelimeler
Kaynakça
- Aydoğdu 2022 E. Aydoğdu, The Reflection of Mathematic Knowledge on the Arts of Mosaic and Sculpture, Unpublished PhD Thesis, Dokuz Eylül University, İzmir.
- Balmelle – Darmon 1986 C. Balmelle – J.-P. Darmon, “L’artisan-mosaïste dans l’Antiquité tardive. Réflexion à partir des signatures”, Colloque international, Artistes, artisans et production artistique au Moyen-Age, Rennes, Centre national de la recherche scientifique, Université de Rennes II, Haute-Bretagne, vol. I: Les hommes, Paris, 235-253.
- Barbaro 1568 D. Barbaro, La pratica della perspettiva, Venice.
- Blake 1930 M. E. Blake, “The Pavements of the Roman Buildings of the Republic and Early Empire”, MemAmAc 8, 7-159.
- Boyer 1968 C. B. Boyer, A History of Mathematics, USA.
- Bruneau 1987 P. Bruneau, La mosaïque antique, [Lectures en Sorbonne], Paris.
- Cajori 1918 F. Cajori, “Pierre Laurent Wantzel”, Bulletin of the American Mathematical Society 24/7, 339-347.
- Daszewski – Michaelides 1989 W. A. Daszewski – D. Michaelides, Guide des mosaïques de Paphos, Nicosia.
Ayrıntılar
Birincil Dil
İngilizce
Konular
Arkeoloji Bilimi
Bölüm
Araştırma Makalesi
Yayımlanma Tarihi
3 Kasım 2023
Gönderilme Tarihi
31 Ağustos 2022
Kabul Tarihi
24 Temmuz 2023
Yayımlandığı Sayı
Yıl 2023 Sayı: 16
APA
Aydoğdu, E., & Öz, A. K. (2023). Determination of the Mathematical Theorems on Ancient Mosaics. Journal of Mosaic Research, 16, 39-61. https://doi.org/10.26658/jmr.1376705
AMA
1.Aydoğdu E, Öz AK. Determination of the Mathematical Theorems on Ancient Mosaics. Journal of Mosaic Research. 2023;(16):39-61. doi:10.26658/jmr.1376705
Chicago
Aydoğdu, Erhan, ve Ali Kazım Öz. 2023. “Determination of the Mathematical Theorems on Ancient Mosaics”. Journal of Mosaic Research, sy 16: 39-61. https://doi.org/10.26658/jmr.1376705.
EndNote
Aydoğdu E, Öz AK (01 Kasım 2023) Determination of the Mathematical Theorems on Ancient Mosaics. Journal of Mosaic Research 16 39–61.
IEEE
[1]E. Aydoğdu ve A. K. Öz, “Determination of the Mathematical Theorems on Ancient Mosaics”, Journal of Mosaic Research, sy 16, ss. 39–61, Kas. 2023, doi: 10.26658/jmr.1376705.
ISNAD
Aydoğdu, Erhan - Öz, Ali Kazım. “Determination of the Mathematical Theorems on Ancient Mosaics”. Journal of Mosaic Research. 16 (01 Kasım 2023): 39-61. https://doi.org/10.26658/jmr.1376705.
JAMA
1.Aydoğdu E, Öz AK. Determination of the Mathematical Theorems on Ancient Mosaics. Journal of Mosaic Research. 2023;:39–61.
MLA
Aydoğdu, Erhan, ve Ali Kazım Öz. “Determination of the Mathematical Theorems on Ancient Mosaics”. Journal of Mosaic Research, sy 16, Kasım 2023, ss. 39-61, doi:10.26658/jmr.1376705.
Vancouver
1.Erhan Aydoğdu, Ali Kazım Öz. Determination of the Mathematical Theorems on Ancient Mosaics. Journal of Mosaic Research. 01 Kasım 2023;(16):39-61. doi:10.26658/jmr.1376705