Abraham Gotthelf Kästner

Abraham Gotthelf Kästner (27 September 1719 – 20 June 1800) was a German mathematician and epigrammatist.

Abraham Gotthelf Kästner
Abraham Gotthelf Kästner
Born(1719-09-27)27 September 1719
Leipzig, Electorate of Saxony
Died20 June 1800(1800-06-20) (aged 80)
Göttingen, Duchy of Brunswick-Lüneburg
NationalityGerman
Alma materUniversity of Leipzig
Known forTextbook writing
Scientific career
FieldsMathematics
InstitutionsUniversity of Leipzig
University of Göttingen
Doctoral advisorChristian August Hausen
Doctoral studentsJohann Friedrich Pfaff
Georg Christoph Lichtenberg
Johann Tobias Mayer
Heinrich Wilhelm Brandes
Johann Christian Polycarp Erxleben
Other notable studentsFarkas Bolyai
Johann Christian Martin Bartels

He was known in his professional life for writing textbooks and compiling encyclopedias rather than for original research. Georg Christoph Lichtenberg was one of his doctoral students, and admired the man greatly. He became most well known for his epigrammatic poems. The crater Kästner on the Moon is named after him.

Life

Kästner was the son of law professor Abraham Kästner. He married Anna Rosina Baumann in 1757 after a 12-year engagement. She died on 4 March 1758, less than a year later, of a lung disease. Later Kästner had a daughter Catharine with his cleaning lady.

Kästner studied law, philosophy, physics, mathematics and metaphysics in Leipzig from 1731, and was appointed a Notary in 1733. He gained his Habilitation from the University of Leipzig in 1739, and lectured there in mathematics, philosophy, logic and law, becoming an associate professor in 1746. In 1751 he was elected a member of the Royal Swedish Academy of Sciences. In 1756 he took up a position as full professor of natural philosophy and geometry at the University of Göttingen. In 1763, succeeding Tobias Mayer, he became director of the observatory as well. One of his doctoral students was the physicist and aphorist Georg Christoph Lichtenberg, who became a colleague of his at Göttingen. Other notable doctoral students were Johann Christian Polycarp Erxleben, Johann Pfaff (doctoral adviser of Carl Friedrich Gauss), Johann Tobias Mayer, Heinrich Wilhelm Brandes, Farkas Bolyai (father of János Bolyai), and Georg Klügel. Kästner died in 1800 in Göttingen.

Work
De habitu matheseos et physicae ad religionem, 1752

Kaestner became most well known for his poems, which appeared first in print without his consent in 1781 and were notable for their biting humour and sharp irony on different contemporary personalities. They were published in Vermischten Schriften 1 und 2 (Altenburg 1783, 2 volumes), and further poems were published in Gesammelten poetischen und prosaischen schönwissenschaftlichen Werken (Berlin 1841, 4 volumes) and later in Joseph Kürschner's Deutscher Nationalliteratur, volume 73 (hrsg. von Minor; Stuttgart 1883).

His numerous mathematical writings include Anfangsgründe der Mathematik ("Foundations of Mathematics") (Göttingen 1758-69, 4 volumes; 6th edition 1800) and Geschichte der Mathematik ("History of Mathematics") (Göttingen 1796-1800, 4 volumes). Geschichte der Mathematik is considered an astute work, but lacks a comprehensive overview of all subsections of mathematics.

He also translated many volumes of the Proceedings of Royal Swedish Academy of Sciences into German, including all volumes of the Proceedings (Handlingar) between 1749 and 1781 and some volumes of New Proceedings (Nya handlingar) from 1784 to 1792.

He was elected a Fellow of the Royal Society in April 1789.[1]

gollark: Like how people would generally not want to go around going to the toilet in a glass cube or something.
gollark: Well, there are the pragmatic grounds, really, like that, and the more terminal-goal-y one of "this much information on people is kind of icky".
gollark: There's not really much more to say, to be honest.
gollark: Well, the NSA and other TLAs don't really affect people's lives much, regardless of how much abstract badness surrounds them.
gollark: The NSA and whatnot probably mostly focus on h4xxing the endpoints and stuff more than actually breaking encryption on in-transit communications, given that the encryption used is pretty good generally.

References
  1. "Library and Archive Catalogue". Royal Society. Retrieved 7 November 2010.
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