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Chapter 2 - Counting Lattice Points
- from Part I - Lattice Points and Number Theory
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- The Geometry of Numbers
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- 01 January 2000, pp 25-36
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Chapter 3 - Lattice Points and the Area of Polygons
- from Part I - Lattice Points and Number Theory
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- The Geometry of Numbers
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- 01 January 2000, pp 37-46
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Contents
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- The Geometry of Numbers
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- 01 January 2000, pp ix-xii
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Appendix II - The Closest Packing of Convex Bodies
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- 01 January 2000, pp 151-156
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Part I - Lattice Points and Number Theory
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- The Geometry of Numbers
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- 01 January 2000, pp 1-2
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Index
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- 01 January 2000, pp 172-174
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Chapter 10 - A Minkowski Theorem (Optional)
- from Part II - An Introduction to the Geometry of Numbers
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- The Geometry of Numbers
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- 01 January 2000, pp 129-138
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Bibliography
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- The Geometry of Numbers
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- 01 January 2000, pp 169-171
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The Geometry of Numbers
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Chapter 6 - Applications of Minkowski's Theorems
- from Part II - An Introduction to the Geometry of Numbers
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- 01 January 2000, pp 77-88
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Chapter 4 - Lattice Points in Circles
- from Part I - Lattice Points and Number Theory
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- The Geometry of Numbers
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- 01 January 2000, pp 47-62
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Chapter 7 - Linear Transformations and Integral Lattices
- from Part II - An Introduction to the Geometry of Numbers
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- The Geometry of Numbers
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- 01 January 2000, pp 89-102
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Part II - An Introduction to the Geometry of Numbers
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- The Geometry of Numbers
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- 01 January 2000, pp 63-64
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Frontmatter
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- 01 January 2000, pp i-viii
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About the Authors
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- The Geometry of Numbers
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- 01 January 2000, pp 175-176
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Solutions and Hints
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- 01 January 2000, pp 161-168
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Chapter 5 - Minkowski's Fundamental Theorem
- from Part II - An Introduction to the Geometry of Numbers
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- 01 January 2000, pp 65-76
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Preface
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Appendix III - Brief Biographies
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Chapter 9 - A New Principle in the Geometry of Numbers
- from Part II - An Introduction to the Geometry of Numbers
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- 01 January 2000, pp 119-128
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