An edition of Grundlagen der Analysis (1930)

Grundlagen der Analysis

(Das Rechnen mit ganzen, rationalen, irrationalen, komplexen Zahlen) ; Ergänzung zu den Lehrbüchern der Differential- und Integralrechnung. Forewords translated by F. Steinhardt

2nd American ed

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Grundlagen der Analysis
Edmund Landau
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Last edited by WorkBot
December 7, 2009 | History
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An edition of Grundlagen der Analysis (1930)

Grundlagen der Analysis

(Das Rechnen mit ganzen, rationalen, irrationalen, komplexen Zahlen) ; Ergänzung zu den Lehrbüchern der Differential- und Integralrechnung. Forewords translated by F. Steinhardt

2nd American ed

by

  • 0 Ratings
  • 2 Want to read
  • 0 Currently reading
  • 0 Have read

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Publish Date
Publisher
Chelsea Pub. Co.
Language
German
Pages
139

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Previews available in: English

Subjects
Number theory, Theory of Numbers

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Edition Availability
Cover of: Foundations of analysis
Foundations of analysis: the arithmetic of whole, rational, irrational, and complex numbers. A supplement to textbooks on the differential and integral calculus.
1960, Chelsea Pub. Co.
in English - [2d ed.].
Libraries near you: WorldCat
Cover of: Foundations of Analysis
Foundations of Analysis
June 1960, Chelsea Pub Co
Hardcover
Libraries near you: WorldCat
Cover of: Foundations of analysis
Foundations of analysis: the arithmetic of whole, rational, irrational, and complex numbers.
1951, Chelsea Pub. Co.
in English
Libraries near you: WorldCat
Cover of: Grundlagen der Analysis
Grundlagen der Analysis: (Das Rechnen mit ganzen, rationalen, irrationalen, komplexen Zahlen) ; Ergänzung zu den Lehrbüchern der Differential- und Integralrechnung. Forewords translated by F. Steinhardt
1948, Chelsea Pub. Co.
in German - 2nd American ed
  • Not in Library

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Book Details

Edition Notes

Published in
New York
Other Titles
Das Rechnen mit ganzen, rationalen, irrationalen, komplexen Zahlen

The Physical Object

Pagination
xx, 139 p.
Number of pages
139

ID Numbers

Open Library
OL14468286M

First Sentence

"We assume the following to be given: A set (i.e. totality) of objects called natural numbers, possessing the properties-called axioms-to be listed below."

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December 7, 2009 Edited by WorkBot add to work
September 12, 2008 Created by ImportBot Imported from Miami University of Ohio MARC record