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An Introduction to Diophantine Approximation

✍ Scribed by J. W. S. Cassels


Publisher
Cambridge University Press, Macmillan
Year
1957
Tongue
English
Leaves
177
Series
Cambridge tracts in mathematics and mathematical physics volume 45
Category
Library

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✦ Table of Contents


An introduction to diophantine approximation......Page
Cover......Page Introduction2DiophantineApproximation-cover_0001.djvu
An introduction to diophantine approximation......Page gs_out_9644_a07308_0002
Contents......Page gs_out_9644_a07308_0006
Preface......Page gs_out_9644_a07308_0008
Notation......Page gs_out_9644_a07308_0010
1 HOMOGENEOUS APPROXIMATION......Page gs_out_9644_a07308_0012
2 THE MARKOFF CHAIN......Page gs_out_9644_a07308_0029
3 INHOMOGENEOUS APPROXIMATION......Page gs_out_9644_a07308_0056
4 UNIFORM DISTRIBUTION......Page gs_out_9644_a07308_0071
5 TRANSFERENCE THEOREMS......Page gs_out_9644_a07308_0086
6 RATIONAL APPROXIMATION TO ALGEBRAIC NUMBERS. ROTH’S THEOREM......Page gs_out_4556_a05704_0014
7 METRICAL THEORY......Page gs_out_4556_a05704_0031
8 THE PISOT VIJAYARAGHAVAN NUMBERS......Page gs_out_4556_a05704_0044
APPENDIX A: BASES IN CERTAIN MODULES......Page gs_out_4556_a05704_0056
APPENDIX Π’: TOOLS FROM THE GEOMETRY OF NUMBERS......Page gs_out_4556_a05704_0059
APPENDIX Π‘: GAUSS’S LEMMA......Page gs_out_4556_a05704_0070
Bibliography......Page gs_out_4556_a05704_0072
Index of definitions......Page gs_out_4556_a05704_0077

✦ Subjects


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πŸ“œ SIMILAR VOLUMES


An introduction to diophantine approxima
✍ J. W. S Cassels πŸ“‚ Library πŸ“… 1965 πŸ› University Press 🌐 English

This tract sets out to give some idea of the basic techniques and of some of the most striking results of Diophantine approximation. A selection of theorems with complete proofs are presented, and Cassels also provides a precise introduction to each chapter, and appendices detailing what is needed f

An introduction to Diophantine approxima
✍ Cassels J.W.S. πŸ“‚ Library πŸ“… 1957 πŸ› Cambridge University Press 🌐 English

This tract sets out to give some idea of the basic techniques and of some of the most striking results of Diophantine approximation. A selection of theorems with complete proofs are presented, and Cassels also provides a precise introduction to each chapter, and appendices detailing what is needed f