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  1. Algebra and Geometry in the Old Babylonian Period: Matters Concerning Reeds.Piedad Yuste - 2005 - Centaurus 47 (4):298-315.
    One of the mathematical topics examined in the Old Babylonian period consisted of calculating the size of a reed which was used to measure either a longitude or the perimeter of a rectangle or trapezium. These subjects were solved, probably, applying the geometric construction called completing the square. In this paper, we analyse the problem texts on the tablets AO 6770 (5), Str 368, VAT 7532, and VAT 7535.
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  • Bruno de Finetti. Philosophical Lectures on Probability. Collected, edited, and annotated by Alberto Mura. Translated by Hykel Hosni. Synthese Library; 340. [REVIEW]Jon Williamson - 2010 - Philosophia Mathematica 18 (1):130-135.
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  • In defence of geometrical algebra.Viktor Blåsjö - 2016 - Archive for History of Exact Sciences 70 (3):325-359.
    The geometrical algebra hypothesis was once the received interpretation of Greek mathematics. In recent decades, however, it has become anathema to many. I give a critical review of all arguments against it and offer a consistent rebuttal case against the modern consensus. Consequently, I find that the geometrical algebra interpretation should be reinstated as a viable historical hypothesis.
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