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2017
Short contribution on the meaning of geometrical anthropology.Peer reviewe
Vibrant, 2022
This paper presents and discusses some examples of how mathematical figures and engineering approaches can be detected in anthropological theorizing and how a mathematical reading of certain anthropological theories is possible and sometimes fruitful. The paper proceeds in three steps: a comparison between experimental measuring and engineering "black boxing" as different ways of representing ethnographic reportage and anthropological theorizing; a discussion of feedback loops in anthropological theorizing; and a discussion of chaos theory and fractal geometry and some of their uses in anthropological writing. I finish by hinting at the fruitfulness of making allies across disciplinary boundaries given our anthropocenic predicaments and limitations in our cross disciplinary analogies.
de Barros, J. Acacio & Krause, Décio (Eds). A True Polymath: A Tribute to Francisco Antonio Doria., 2020
Following a visit in the Winter of 2007 to the Alhambra — a Moorish palace built around 1300 CE in the South of Spain — I have been digging up the roots of the Alhambra Theorem, which says that Moorish craftsmen in the Middle Ages knew that there were exactly 17 crystallographic groups. This fundamental result of modern group theory emerged into the mathematical literature only in 1891. Digging back from the Alhambra, we found an Ur source for the motifs of the Alhambra in the earliest Turkish carpets of Catal Hüyük, around 10 KYA (thousand years ago). Digging deeper led to the cave paintings of Upper Paleolithic Europe, beginning around 35 KYA. In this article we tell the story of the earliest geometric motifs we have found. This reveals the birth of geometric thinking in the ambiance of psychedelic shamanism -- religion, art, and mathematics were born together in the youth of our species.
matteo-meschiari.com
in. A. Di Luggo (ed). TERRITORIES AND FRONTIERS OF REPRESENTATION / TERRITORI E FRONTIERE DELLA RAPPRESENTAZIONE. Gangemi editore. ISBN: 9788849235074, 2017
Within École polytechnique, the two-hundred-year-old shift from Monge’s Descriptive Geometry (1794) to Petitot’s Visual Neurogeomtry helps express the hope that a posthumous Descriptive Geometry developed by design schools may lead to a morphology of artifacts, i.e. a qualitative geometry of forms, a knowledge focusing on the study of the eidetic categories of objects based on the anthropology of techniques. All’École polytechnique la metamorfosi bisecolare della Geometria descrittiva di Monge (1794) nella Neurogeometria visuale di Jean Petitot consente di formulare chiaramente un auspicio. È l’auspicio che una geometria descrittiva postuma coltivata nelle scuole di progettazione si delinei in una morfologia degli artefatti, cioè in una geometria qualitativa delle forme, un sapere che ha per oggetto lo studio delle categorie eidetiche degli oggetti e individua il proprio corpus in un'antropologia delle tecniche.
Edumatika : Jurnal Riset Pendidikan Matematika
Many people still believe that mathematics is unrelated to human existence. However, mathematics is, in reality, inextricably linked to human culture and life. For example, Ponorogo, one of Indonesia's cities, is known for its culture and art, particularly Reyog Ponorogo. Therefore, mathematical principles that bring mathematics closer to human life can be investigated using existing civilizations. Furthermore, culture can be used as a basis for math education in schools. Thus, this study seeks to investigate geometric concepts and the value of life in gamelan Reyog Ponorogo. The research question is, what are the values and concepts of geometry in Gamelan Reyog Ponorogo?. This research is ethnography research. To gain a better understanding of the philosophical values inherent in each gamelan instrument Reyog Ponorogo, data is collected through observations, literature reviews, and interviews with Ponorogo elders. The results showed that Gamelan Reyog Ponorogo uses the concept...
The “unreasonable effectiveness of mathematics in the natural sciences” as phrased by Eugene Wigner is mirrored in the human sciences. This article discusses the inherently mathematical form of cultural constructs considered in anthropology, as exemplified by the structure of kinship terminologies, thereby revealing the way mathematical reasoning is inherent in the logical basis for, and implications of, cultural constructs as systems of ideas.
Frecvente cerebrale Al treilea ochi Trezirea
Innes Review, vol.72(2), pp.199-201, 2021
Music and Human Flourishing, 2023
Egitto e Vicino Oriente 43, 2020
‘Nijmeegse hoogtepunten / Nimwegener Höhepunkte’ in: Tweegesprek / Zwiegespräch: Opstellen voor / Aufsätze für Dörte Nicolaisen, s.l. 2008, 152-173, 2008
National Master Narrative: Vicissitudes of Method, 2022
BIBLIOGRAFÍA LATINOAMERICANA, 2024
AVANCES EN …, 2008
Revista De Derecho, 2012
Case reports in neurological medicine, 2015
HAL (Le Centre pour la Communication Scientifique Directe), 2011
Актуальные проблемы морской энергетики, Санкт-Петербург, 21-22 февраля 2019 года, 2019
Ciência Rural, 2014
Journal of Public Health, 2019