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  1. The natures of numbers in and around Bombelli’s L’algebra.Roy Wagner - 2010 - Archive for History of Exact Sciences 64 (5):485-523.
    The purpose of this article is to analyse the mathematical practices leading to Rafael Bombelli’s L’algebra (1572). The context for the analysis is the Italian algebra practiced by abbacus masters and Renaissance mathematicians of the fourteenth to sixteenth centuries. We will focus here on the semiotic aspects of algebraic practices and on the organisation of knowledge. Our purpose is to show how symbols that stand for underdetermined meanings combine with shifting principles of organisation to change the character of algebra.
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  • Historical Objections Against the Number Line.Albrecht Heeffer - 2011 - Science & Education 20 (9):863-880.
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  • The casus irreducibilis in Cardano’s Ars Magna and De Regula Aliza.Sara Confalonieri - 2015 - Archive for History of Exact Sciences 69 (3):257-289.
    In Cardano’s classification in the Ars Magna, the cubic equations were arranged in thirteen families. This paper examines the well-known solution methods for the families $$x^3 + a_1x = a_0$$ x 3 + a 1 x = a 0 and $$x^3 = a_1x + a_0$$ x 3 = a 1 x + a 0 and then considers thoroughly the systematic interconnections between these two families and the remaining ones and provides a diagram to visualize the results clearly. In the analysis (...)
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