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Concept

Michael Maestlin

Michael Maestlin
Attributed to Conrad Melperger · Public domain · source

Overview

Michael Maestlin (German: [ˈmɛstliːn]; also Mästlin, Möstlin, or Moestlin; 30 September 1550 – 26 October 1631) was a German astronomer and mathematician, best known as the mentor of Johannes Kepler. A student of Philipp Apian, Maestlin is recognized as the teacher who had the greatest influence on Kepler. He is regarded as one of the most significant astronomers of the period between Copernicus and Kepler.He was the first to write a decimal approximation of the Golden ratio.

Overview adapted from Wikipedia (CC BY-SA 4.0; see the article history for authors).

Possible passages

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  1. In order to cultivate his friendship, he was allowed to engage several English artificers into his service, as he had done in Holland; but, over and above artificers, he engaged likewise some mathematicians, which he would not so easily have found in Amsterdam. Ferguson, a Scotchman, an excellent geometrician, entered into his service, and was the first person who brought arithmetic into use in the exchequer in…

    Voltaire, The History of Peter the Great, Emperor of Russia

    Close in meaning to Michael Maestlin; the term itself is not named.

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  2. Leaving here these details of astronomical progress, and the philosophy of it, let us observe how the relatively concrete science of geometrical astronomy, having been thus far helped forward by the development of geometry in general, reacted upon geometry, caused it also to advance, and was again assisted by it. Hipparchus, before making his solar and lunar tables, had to discover rules for calculating the…

    Herbert Spencer, Essays on education and kindred subjects

    Close in meaning to Michael Maestlin; the term itself is not named.

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  3. Here, within our own limited knowledge of its history, we have named ten additional cases in which the single science of astronomy has owed its advance to sciences coming _after_ it in M. Comte's series. Not only its secondary steps, but its greatest revolutions have been thus determined.

    Herbert Spencer, Illustrations of Universal Progress

    Close in meaning to Michael Maestlin; the term itself is not named.

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Philosophers who discussed Michael Maestlin

Related ideas

Place in the tradition

Part of German philosophy.

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