1. F. Cajori: A history of the arithmetical methods of approximation to the roots of numerical equations of one unknown quantity. Colo. Coll. Publ. Sci. Ser., 12 (7) (1910), 171–215 .
2. D. R. Curtiss: Recent extensions of Descartes’ rule of signs, Ann. of Math., 19 (4) (1918), 251–278.
3. J.-P. de Gua de Malves: Démonstrations de la Règle de Descartes, Pour connoître le nombre des Racines positives &négatives dans les Équations qui n’ont point de Racines imaginaires, Memoires de Mathématique et de Physique tirés des registres de l’Académie Royale des Sciences, (1741), 72–96.
4. The Geometry of René Descartes with a facsimile of the first edition, translated by D. E. Smith and M.L. Latham,
New York, Dover Publications, 1954.
5. J. Forsgård, V. P. Kostov and B. Shapiro: Could René Descartes have known this?, Exp. Math., 24 (4) (2015), 438–448.