Nicolo Tartaglia (English Wikipedia)
Analysis of information sources in references of the Wikipedia article "Nicolo Tartaglia" in English language version.
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archive.org
- Katz 1998, p. 359 Katz, Victor J. (1998), A History of Mathematics: An Introduction (2nd ed.), Reading: Addison Wesley Longman, ISBN 0-321-01618-1.
books.google.com
- See Tartaglia, Niccolò. General Trattato di Numeri et Misure, Part IV, Book 3, p. 43 for the sausage seller.
- Tartaglia, Niccolò. General Trattato di Numeri et Misure, Part I.
- Tartaglia, Niccolò. General Trattato di Numeri et Misure, Part II.
- Tartaglia, Niccolò. General Trattato di Numeri et Misure, Part IV.
- See Tartaglia, Niccolò. General Trattato di Numeri et Misure, Part II, Book 2, p. 51v for expanding .
- See Tartaglia, Niccolò. General Trattato di Numeri et Misure, Part II, Book 2, p. 72 for discussion of the additive rule in "Pascal's triangle".
- See Tartaglia, Niccolò. General Trattato di Numeri et Misure, Part IV, Book 2, p. 35r for the calculation of the height of a 13-14-15-20-18-16 pyramid.
edition-open-sources.org
- See Valleriani, Matteo, Metallurgy, Ballistics and Epistemic Instruments: The Nova Scientia of Nicolò Tartaglia, 2013, p. 1.
- See Valleriani, Matteo, Metallurgy, Ballistics and Epistemic Instruments: The Nova Scientia of Nicolò Tartaglia, 2013, pp. 169-181.
- See Valleriani, Matteo, Metallurgy, Ballistics and Epistemic Instruments: The Nova Scientia of Nicolò Tartaglia, 2013, pp. 176-177.
jstor.org
- Feldmann, Richard W. (1961). "The Cardano-Tartaglia dispute". The Mathematics Teacher. 54 (3): 160–163. ISSN 0025-5769. JSTOR 27956338.
His student, Antonio Maria Fiore, knew the solution and attempted to gain a reputation by exploiting his master's discovery. He challenged Tartaglia with thirty questions, all of which reduced to the solution of x3 + ax = b.
worldcat.org
search.worldcat.org
- Feldmann, Richard W. (1961). "The Cardano-Tartaglia dispute". The Mathematics Teacher. 54 (3): 160–163. ISSN 0025-5769. JSTOR 27956338.
His student, Antonio Maria Fiore, knew the solution and attempted to gain a reputation by exploiting his master's discovery. He challenged Tartaglia with thirty questions, all of which reduced to the solution of x3 + ax = b.