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・ Johann Christoph Arnold
・ Johann Christoph Bach
・ Johann Christoph Bach (disambiguation)
・ Johann Christoph Bach (musician at Arnstadt)
・ Johann Christoph Bach (organist at Ohrdruf)
・ Johann Christoph Biernatzki
・ Johann Christoph Brotze
・ Johann Christoph Denner
・ Johann Christoph Döderlein
・ Johann Christoph Friedrich Bach
・ Johann Christoph Friedrich GutsMuths
・ Johann Becker (politician)
・ Johann Beckmann
・ Johann Beer
・ Johann Benedict Carpzov II
Johann Benedict Listing
・ Johann Benedikt
・ Johann Benjamin Koppe
・ Johann Benzenberg
・ Johann Berenberg
・ Johann Berger
・ Johann Bernhard Bach
・ Johann Bernhard Bach the Younger
・ Johann Bernhard Basedow
・ Johann Bernhard Fischer
・ Johann Bernhard Fischer von Erlach
・ Johann Bernhard Logier
・ Johann Bernhard Merian
・ Johann Bernhard Staudt
・ Johann Bernhard Vermehren


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Johann Benedict Listing : ウィキペディア英語版
Johann Benedict Listing

Johann Benedict Listing (25 July 1808 – 24 December 1882) was a German mathematician.
J. B. Listing was born in Frankfurt and died in Göttingen. He first introduced the term "topology", in a famous article published in 1847, although he had used the term in correspondence some years earlier. He (independently) discovered the properties of the half-twisted strip at the same time as August Ferdinand Möbius, and went further in exploring the properties of strips with higher-order twists (paradromic rings). He discovered topological invariants which came to be called Listing numbers.〔Peirce, C. S., 1992, ''Reasoning and the Logic of Things: The Cambridge Conference Lectures of 1898'', edited with introduction by Kenneth Laine Ketner and with commentary by Hilary Putnam, who discusses Listing numbers starting on page 99. It is currently difficult to find anything online about Listing numbers (except in connection with Peirce ).〕
In ophthalmology, Listing's law describes an essential element of extraocular eye muscle coordination.
==External links==

*
* A (reprint ) of (part of) his famous 1847 article introducing Topology, published in ''Vorstudien zur Topologie, Vandenhoeck und Ruprecht'', Göttingen, pp. 67, 1848.

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