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O que (quem) é Kähler differential - definição
Kähler differential
ALGEBRAICALLY DEFINED NOTION OF DIFFERENTIAL FORM ON AN ALGEBRA OVER A RING OR ON A SCHEME
Kähler differentials; Kahler differential; Module of relative differential forms; Kaehler differential; Kahler differentials; Algebraic de Rham cohomology; Universal derivation; Kaehler differentials; Sheaf of relative differentials; Sheaf of relative Kähler differentials
In mathematics, Kähler differentials provide an adaptation of differential forms to arbitrary commutative rings or schemes. The notion was introduced by Erich Kähler in the 1930s.
Carl Kahler
![''[[My Wife's Lovers]]'', 1891](https://commons.wikimedia.org/wiki/Special:FilePath/Carl Kahler - My Wife's Lovers.jpg?width=200 "''[[My Wife's Lovers]]'', 1891")
AUSTRIAN CATS PAINTER
Karl Kahler
Carl Kahler, also Karl Kahler (12 September 1856 – 18 April 1906), was an Austrian genre and animal painter, particularly known for his paintings of cats.
Herman A. Kähler
![''Herman Kähler in his Workshop'', painting by [[L.A. Ring]] (1890)](https://commons.wikimedia.org/wiki/Special:FilePath/Herman Kähler i sit værksted.jpg?width=200 "''Herman Kähler in his Workshop'', painting by [[L.A. Ring]] (1890)")
DANISH CERAMIST (1846-1917)
Herman Kähler; Herman A. Kahler
Herman August Kähler, usually known as Herman A. Kähler, (6 March 1846 – 16 November 1917) was a Danish ceramic designer and manufacturer who ran the Kähler ceramic factory (Kählers Keramiske Værksted) in Næstved, Denmark.
