Van Schooten's theorem, named after the Dutch mathematician Frans van Schooten, describes a property of equilateral triangles. It states: For an equilateral...

invention of calculus by Gottfried Leibniz and Isaac Newton. Van Schooten's father, Frans van Schooten Senior [nl] was a professor of mathematics at the University...

the triangle has degenerated into a line, this case is known as Van Schooten's theorem. A packing problem asks the objective of n {\displaystyle n} circles...

(geometry) Thomsen's theorem (geometry) Van Aubel's theorem (quadrilaterals) Van Schooten's theorem (Euclidean geometry) Varignon's theorem (Euclidean geometry)...

equal to the sum of the others; this observation is also known as Van Schooten's theorem. Generally, by the point P and the lengths to the vertices of the...

himself in favour of Frans van Schooten's idea, put forward in his Mathematicae exercitationes (1657). According to Schooten, if the various relations...

received. In 1648, the corpus of mathematical works printed by Frans van Schooten, professor at Leiden University (Elzevirs presses). He was assisted by...

after Descartes' La Géométrie was translated into Latin in 1649 by Frans van Schooten and his students. These commentators introduced several concepts while...

Analogs of Parabolas" (PDF). Forum Geometricorum. 13: 197–208. Frans van Schooten: Mathematische Oeffeningen, Leyden, 1659, p. 334. Planar Circle Geometries...

was primarily carried out by Frans van Schooten, a professor of mathematics at Leiden and his students. Van Schooten published a Latin version of La Géométrie...

times the diameter of its generating circle, 1659 - Second edition of Van Schooten's Latin translation of Descartes' Geometry with appendices by Hudde and...

games of chance and the problem of points in Van Rekeningh in Spelen van Gluck, which Frans van Schooten translated and published as De Ratiociniis in...

"Ellipse", Encyclopedia of Mathematics, EMS Press Trammel according Frans van Schooten "Why is there no equation for the perimeter of an ellipse‽" on YouTube...

original French edition of La Géométrie, however, but rather from Frans van Schooten's expanded second Latin edition of the work.: 100  Newton continued Descartes's...

after Descartes' La Géométrie was translated into Latin in 1649 by Frans van Schooten and his students. These commentators introduced several concepts while...

Gallus. Seu, Exsuscitata Apolloni Pergæi Περι Επαφων Geometria". In Frans van Schooten (ed.). Francisci Vietae Opera mathematica (in Latin). ex officina B....

equations). In: Descartes, René; Beaune, Florimond de; Schooten, Frans van; Hudde, Johannes; Heuraet, Hendrik van. Renati Des-Cartes Geometria. 2nd ed. vol. 1....

Huygens's De ratiociniis in aleae ludo, Descartes' La Géométrie and Frans van Schooten's supplements of it. He also studied Isaac Barrow and John Wallis, leading...

Mathematics Magazine, 15 (6): 278–293, doi:10.2307/3028413, JSTOR 3028413 van Schooten, Frans (1646), De Organica Conicarum Sectionum In Plano Descriptione...

Only after the translation into Latin and the addition of commentary by van Schooten in 1649 (and further work thereafter) did Descartes's masterpiece receive...

10438 10439 van Schooten 6676 P-L Frans van Schooten (1615–1660), Dutch mathematician MPC · 10439 10440 van Swinden 7636 P-L Jean Henri van Swinden (1746–1823)...

ƒ '(a) = 0, where ƒ ' is the derivative of ƒ. Hudde was working with Frans van Schooten on a Latin edition of La Géométrie of René Descartes. In the 1659 edition...

botanist and anatomist Marie du Saar (1860–1955), ophthalmologist Frans van Schooten (1615–1660), mathematician Willebrord Snell (1580–1626), astronomer and...

generation of architects were OMA, MVRDV, UNStudio, Mecanoo, Meyer en Van Schooten and many more. They started with buildings, which became internationally...

1664 a little before Christmas, I being then Senior Sophister, bought Schooten's Miscellanies and Cartes' Geometry (having read this Geometry and Oughtred's...

of Neile, was made by van Heuraët, and this was published by van Schooten in his edition of Descartes's Geometria in 1659. Van Heuraët's method is as...

(Calculations in Games of Chance) appeared in 1657 as the final chapter of Van Schooten's Exercitationes Matematicae. In 1665 Pascal posthumously published his...

different meaning in the English literature (see Director circle). Frans van Schooten: Mathematische Oeffeningen, Leyden, 1659, p. 327 E. Hartmann: Lecture...

Desargues. It was Pascal who encouraged him to write Van Rekeningh in Spelen van Gluck, which Frans van Schooten translated and published as De Ratiociniis in...

year which he patented and then communicated to others such as Frans van Schooten and Claude Mylon. Although Huygens’s design, published in a short tract...