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"Michael Mästlin" published on by null. (1550–1631),German astronomer, educated at the University of Tübingen. He became a Lutheran minister (1576) and subsequently held chairs of mathematics at Heidelberg and Tübingen.
Hace 3 días · The first known decimal approximation of the (inverse) golden ratio was stated as "about " in 1597 by Michael Maestlin of the University of Tübingen in a letter to Kepler, his former student. The same year, Kepler wrote to Maestlin of the Kepler triangle , which combines the golden ratio with the Pythagorean theorem .
Hace 2 días · Incluyó sus observaciones en una de sus obras más importantes, la edición de 1585 de Comentarios sobre De Sphaera Mundi de Johannes de Sacrobosco (1570). 2 Otros famosos testigos del evento fueron los astrónomos y matemáticos Thomas Digges (Wootton, Kent, c. 1546–1595) y Michael Maestlin (Göppingen, 1550–1631), y el astrónomo, matemático, alquimista, astrólogo y ocultista inglés ...
He was a highly educated scholar who had a strong background in mathematics and astronomy. He studied at the University of Tübingen, where he earned a degree in theology and philosophy. He also studied mathematics and astronomy under the guidance of prominent scholars, including Michael Maestlin.
3 de may. de 2024 · Johannes Kepler, Letter to Michael Maestlin, October 3, 1595, quoted in Michael Newton Keas, Unbelievable: 7 Myths About the History and Future of Science and Religion (Wilmington, DE: ISI, 2019), 157. ↩︎
3 de may. de 2024 · Michael Maestlin (1550–1631) Astronomer and Mathematician 1580–1583 First to accept and teach the heliocentric Copernican view; discovered the "golden ratio"; mentor of Johannes Kepler: Karl Mannheim (1893–1947) Sociologist 1922–1930
1 de may. de 2024 · Phi (φ) was discovered by Michael Mästlin in a letter to his former student Kepler. The constant is known as the Golden Ratio and is an important constant in mathematics. Many mathematician tried to compute the value of this constant and the value of the constant has been given. Symbol: φ; Value of the constant: 1.6180339887498948482
