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Zbl 0423.10001
Hardy, G.H.; Wright, E.M.
(Wright, E.Maitland)
An introduction to the theory of numbers. 5th ed. (English)
[B] Oxford etc.: Oxford at the Clarendon Press. XVI, 426 p. hbk: \sterling 17.50; pbk: \sterling 8.00 (1979).

From the preface: The main changes in this edition are in the notion at the end of each chapter. I have sought to provide up-to-date reference for the reader who whishes to pursue a particular topic further and to present, both in the notes and in the text, a reasonably accurate account of the present state of knowledge. \dots There is a new, more transparent proof of Theorem 445 [on uniform distribution modulo of $(n\vartheta)$ -- the reviewer] and an account of my changed opinion about Theodorus' method in irrationals. To facilitate the use of this edition for references purposes, I have, so far as possible, kept the page numbers unchanged. For this reason, I have added a short appendix on recent progress in some aspects of the theory of prime numbers, rather than insert the material in the appropriate places in the text. For the review of the 4th ed. see Zbl 0086.25803.

Display scanned Zentralblatt-MATH page with this review.
[A. Makowski]

MSC 2000:: *11-01 Textbooks (number theory)
11Axx Elementary number theory
11Mxx Analytic theory of zeta and L-functions
11Nxx Multiplicative number theory

Citations: Zbl 0086.25803; Zbl 0020.29201; JFM 64.0093.03

Cited in: Zbl pre06099029 Zbl 1233.11024 Zbl 1159.11001 Zbl 1148.47007 Zbl 1154.60006 Zbl 1124.11001 Zbl 1062.11016 Zbl 1106.11303 Zbl 0971.11001 Zbl 0936.05007 Zbl 1010.11007 Zbl 0934.11011 Zbl 0916.11002 Zbl 0731.11037 Zbl 0565.10003 Zbl 0492.10038 Zbl 0483.10001 Zbl 0457.46046

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