Overview
- Editors:
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H. Halberstam
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Department of Mathematics, University of Illinois, Urbana, USA
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K. F. Roth
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Department of Mathematics, Imperial College of Science and Technology, London, UK
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Table of contents (5 chapters)
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Front Matter
Pages i-xviii
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- H. Halberstam, K. F. Roth
Pages 1-75
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- H. Halberstam, K. F. Roth
Pages 76-106
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- H. Halberstam, K. F. Roth
Pages 107-185
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- H. Halberstam, K. F. Roth
Pages 186-237
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- H. Halberstam, K. F. Roth
Pages 238-274
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Back Matter
Pages 275-293
About this book
THIS volume is concerned with a substantial branch of number theory of which no connected account appears to exist; we describe the general nature of the constituent topics in the introduction. Although some excellent surveys dealing with limited aspects of the subject under con sideration have been published, the literature as a whole is far from easy to study. This is due in part to the extent of the literature; it is necessary to thread one's way through a maze of results, a complicated structure of inter-relationships, and many conflicting notations. In addition, however, not all the original papers are free from obscurities, and consequently some of these papers are difficult (a few even exceed ingly difficult) to master. We try to give a readable and coherent account of the subject, con taining a cross-section of the more interesting results. We felt that it would have been neither practicable nor desirable to attempt a compre hensive account; we treat each aspect of the subject from some special point of view, and select results accordingly. Needless to say, this approach entails the omission of many interesting and important results (quite apart from defects in the selection due to errors of judgement on our part). Those results selected for inclusion are, however, proved in complete detail and without the assumption of any prior knowledge on the part of the reader.
Editors and Affiliations
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Department of Mathematics, University of Illinois, Urbana, USA
H. Halberstam
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Department of Mathematics, Imperial College of Science and Technology, London, UK
K. F. Roth
