Facetten der Mathematikgeschichte

German, English, Klaus Steuding, Jörn, Volkert, 2019
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Product details

Introduction: Writing the History of Mathematics.- Otto Toeplitz in Memory.- Aim and Method of the Exact Sciences.- Part I: People.- Otto Toeplitz in Memory.- About Leonhard Euler.- Who was Diophant?.- Hausdorff as a Measure Theorist.- Unequal Partners in Mathematics in the Third Reich": Heinrich Behnke and Wilhelm Süss.- Émilie du Châtelet (17061749) "Posterity will look at you with astonishment".- An incident Heinz Hopf faced in Karlsruhe in 1939.- A mathematician who cannot calculate? Carl Friedrich Gauss' caricature of Abraham Gotthelf Kästner.- Part II: Institutions.- Göttingen's High Times. Banach and the Lviv School of Functional Analysis.- Plato and Mathematics.- Schur's Zurich Lecture on Representation Theory.- Between Aestheticisation and Historicisation: The Collection of Geometric Models of the Göttingen Mathematical Institute.- Mathematical Models as Artefacts for Research: Felix Klein and the Case of Kummer Surfaces. Euclid in tiles: the mathematical azulejos of the Jesuit college in Coimbra.- Una tribus ratio: Iconography of knowledge transfer and self-representation of the Jesuits in the mathematics hall of the Santo Antão College in Lisbon.- Einmischung unerwünscht" Das Scheitern der Zusammenberufung der Topologen Herbert Seifert und William Threlfall an die Universität Frankfurt im Jahr 1939.- Die mutvoll Trotzigen": The first female mathematics students at the Royal Prussian University of Marburg.- Part III: Concepts, proofs, theorems.- Geometric constructions.- When does algebra begin?.- The problem of parabolic and hyperbolic quadrature through the ages.- The foundations of geometry at the turn of the 19th century.- On the history of the foundations of geometry.- On Mr Bottema's criticism.- On the history of the isoperimetric problem.- Hermann Grassmann's analysis in vector spaces.- The influence of Magnus on the work of Cremona.- A classical approach to the study of Archimedean four-dimensional polytopes.- Dido's problem.- The mathematisation of grain in ancient Egypt.

Key specifications

Language
EnglishGerman
topic
Mathematics & Natural Sciences
Author
JörnKlaus SteudingVolkert
Number of pages
462
Book cover
Paperback
Year
2019
Item number
33504111

General information

Publisher
Springer
Category
Reference books
Release date
19.3.2019

Book properties

topic
Mathematics & Natural Sciences
Language
EnglishGerman
Author
JörnKlaus SteudingVolkert
Year
2019
Number of pages
462
Edition
1
Book cover
Paperback
Year
2019

Voluntary climate contribution

CO₂-Emission
Climate contribution

Product dimensions

Height
230 mm
Width
150 mm
Weight
724 g

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