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Neue Elementargeometrie

Neue Elementargeometrie

          
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About the Book

Dieses Buch ist für die Lehrer an höheren Schulen geschrieben, für die, die sich auf diesen Beruf vorbereiten und für alle diejenigen, die die Geometrie lieben. Es wird auch mit Erfolg von 15- bis 18-jährigen Schülern unter Anleitung ihrer Lehrer verwendet werden können. Euklid gründete seine ebene Geometrie auf die Kongruenz von Dreiecken. Drei- undzwanzig Jahrhunderte später definieren die Mathematiker die Ebene als einen affinen mit einem skalaren Produkt versehenen zweidimensionalen Raum. Ich habe gedacht, daß unsere Schüler eine Darstellung der Geometrie brauchen, die wie bei Euklid von der sinnlich wahrnehmbaren Welt ausgeht, es ihnen aber er- laubt, recht bald die passenden und fruchtbaren Hilfsmittel der Algebra zu be- nutzen. Dieses Buch bietet also eine Axiomatik der Geometrie, die sich auf die Begriffe der Parallelen, der Senkrechten und der Entfernung gründet, aber in einer Form, die in natürlicher Weise und schnell zur algebraischen Struktur der Ebene und des Raumes führt. Mehrere Kapitel sind sodann der Klärung von Fragen gewidmet, die oft als dornen- reich angesehen werden; sie betreffen die Bewegungen, die Winkel und das Win- kelmaß, die Orientierung. Dieses Buch verdankt viel den Diskussionen mit zahlreichen französischen und ausländischen Mathematikern und Lehrern. Ich danke insbesondere Herrn Andre Revuz, dessen kritische Bemerkungen und dessen Anregungen mir sehr nützlich gewesen sind. Gustave Choquet Vorwort zur deutschen Übersetzung In dem vorliegenden Werk hat der Verfasser, Professor an der Faculte des Sciences in Paris, seine jahrelangen Bemühungen um einen passenden einfachen axiomatischen Aufbau der Schulgeometrie zusammengetragen.


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Product Details
  • ISBN-13: 9783528182601
  • Publisher: Vieweg+teubner Verlag
  • Publisher Imprint: Vieweg+teubner Verlag
  • Edition: 0002-Softcover Repri
  • Language: German
  • Returnable: N
  • Spine Width: 9 mm
  • Width: 156 mm
  • ISBN-10: 3528182601
  • Publisher Date: 01 Jan 1972
  • Binding: Paperback
  • Height: 234 mm
  • No of Pages: 144
  • Series Title: Logik Und Grundlagen Der Mathematik
  • Weight: 240 gr


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