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  1. Jordanus de Nemore, 13th century mathematical innovator: an essay on intellectual context, achievement, and failure.Jens Høyrup - 1988 - Archive for History of Exact Sciences 38 (4):307-363.
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  • The Wrong Text of Euclid: On Heiberg's Text and its Alternatives.Wilbur R. Knorr - 1996 - Centaurus 38 (2-3):208-276.
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  • Über den lateinischen Euklid im Mittelalter: HUBERT L. L. BUSARD.Hubert L. L. Busard - 1998 - Arabic Sciences and Philosophy 8 (1):97-129.
    In diesem Aufsatz möchte ich einen Überblick über unser heutiges Wissen bezüglich der Übersetzung der Elemente Euklids ins Lateinische geben. Cicero hat als Quästor in Sizilien das Grab des Archimedes aufgesucht und instandsetzen lassen, er nennt gelegentlich Euklid und Archimedes und er zitiert in Academica I, Buch II, § 116, die Definitionen von Punkt und Linie. Vor dem 6.
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  • Egidius of Baisiu's theory of pinhole images.J. L. Mancha - 1989 - Archive for History of Exact Sciences 40 (1):1-35.
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  • A Note On John Of Beaumont's Version Of Euclid's De Visu.Wilfred Theisen - 1978 - British Journal for the History of Science 11 (2):151-155.
    The reception of Euclid's Optica in the West has received scant attention, in contrast with the interest evoked by the Latin tradition of the Elements. A study of the extremely complex manuscript tradition of the Optica reveals that the translations of this work too were soon in the hands of many teachers, eager to learn what the great Geometer taught concerning vison and visual perspective. Three translations—two from the Arabic and one from the Greek —were available to scholars before the (...)
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  • The Geometrical Background to the “Merton School”: An Exploration into the Application of Mathematics to Natural Philosophy in the Fourteenth Century.A. G. Molland - 1968 - British Journal for the History of Science 4 (2):108-125.
    At the end of the last century Paul Tannery published an article on geometry in eleventh-century Europe, which he began with the following statement:“This is not a chapter in the history of science; it is a study of ignorance, in a period immediately before the introduction into the West of Arab mathematics.”.
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  • John of Tynemouth alias John of London: emerging portrait of a singular medieval mathematician.Wilbur R. Knorr - 1990 - British Journal for the History of Science 23 (3):293-330.
    In 1953 Marshall Clagett presented a preliminary scheme of the medieval Latin versions of Euclid'sElements. Since then a considerable body of these texts has become available in critical editions, thanks to Clagett's labours on the Archimedean tradition and H. L. L. Busard's work on the Euclidean versions. Further, Busard, M. Folkerts, R. Lorch and C. Burnett have scrutinized the pivotal ‘second’ version of Adelard of Bath, and have thereby exposed a diversity of text forms that spells real complications for the (...)
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