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Two-by-two ordinal patterns in art paintings. [PDF]
Tarozo MM +5 more
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Anthropometric study of the scapula in a contemporary population from granada. Sex estimation and glenohumeral osteoarthritis prevalence. [PDF]
Garzón-Alfaro A +5 more
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When Rituals Fail: Rationalization, Bayesianism, and Predictive Processing. [PDF]
Hong Z.
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On medieval Kerala mathematics
Archive for History of Exact Sciences, 1986In an earlier paper [ibid. 18, 89-102 (1978; Zbl 0375.01004)] the authors identified a number of infinite trigonometrical series in the text of the Tantrasaṅgraha-vyākya, a Sanskrit work of the 16th century. More such series are identified in the present paper. These series are given in the form of modern terminology.
Rajagopal, C. T., Rangachari, M. S.
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Mathematics in Hebrew in Medieval Europe
2016This chapter covers mathematics written in Hebrew between the eleventh and sixteenth centuries in Europe. It starts with the practical and scholarly—as well as earlier and later—Hebrew expositions of arithmetic, from Ibn Ezra's foundational twelfth-century The Book of Number, to Levi ben Gershon's early-fourteenth-century arithmetic.
Roi Wagner +10 more
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Mathematics in Medieval Islamic Spain
1995From the seventh to the eleventh century, a large part of present-day Spain and Portugal belonged to the Islamic world. I will use the term “Islamic Spain” to indicate the part of the Iberian peninsula that was under Muslim rule. The term Islamic Spain is not strictly correct, because Spain did not exist in the early Middle Ages, but the important ...
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The Latin Mathematics of Medieval Europe
2016This chapter is about the mathematics that developed in Latin Catholic Europe, circa 800–1480. During this time, the quadrivium, a term which referred to the four subjects—arithmetic, geometry, music, and astronomy—provided the template for the curricula of the first period of Latin mathematics.
Menso Folkerts +6 more
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On “Overspecification” in Medieval Mathematical Diagrams
2020In a recent paper [1], Christian Carman advanced a tentative explanation for “overspecification” in medieval mathematical diagrams. Carman argues that the original (“correct”) diagrams were corrupted, presumably through incompetent copyists, while preparing the initial copies—often before the tenth consecutive copy.
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