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Thomas Harriot als Mathematiker

Centaurus 11 (1):19-45 (1966)

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  1. Nathaniel Torporley's ‘congestor analyticus’ and Thomas Harriot's ‘de triangulis laterum rationalium’.R. C. H. Tanner - 1977 - Annals of Science 34 (4):393-428.
    Torporley's ‘Congestor analyticus’, completed in 1627 in the library of the Earl of Northumberland at Petworth, was seen by Rigaud in the 1830s among the mathematical manuscript collection of the Earl of Macclesfield. Torporley's additional copy of the introductory part, preserved at Sion College, has been used for the present report. Torporley's prime objective was the presentation of some of Harriot's work. His first example concerns a classical problem in number theory. The complete solution, by an inductive process based on (...)
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  • Descartes's Experimental Journey Past the Prism and Through the Invisible World to the Rainbow.Jed Z. Buchwald - 2008 - Annals of Science 65 (1):1-46.
    Summary Descartes's model for the invisible world has long seemed confined to explanations of known phenomena, with little if anything to offer concerning the empirical investigation of novel processes. Although he did perform experiments, the links between them and the Cartesian model remain difficult to pin down, not least because there are so very few. Indeed, the only account that Descartes ever developed which invokes his model in relation to both quantitative implications and to experiments is the one that he (...)
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  • Nathaniel Torporley and the Harriot manuscripts.R. Cecilia & H. Tanner - 1969 - Annals of Science 25 (4):339-349.
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