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Recent Advances in Geometric Inequalities

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Cover of 'Recent Advances in Geometric Inequalities'

Table of Contents

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    Book Overview
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    Chapter 1 The Existence of a Triangle
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    Chapter 2 Duality between Geometric Inequalities and Inequalities for Positive Numbers
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    Chapter 3 Homogeneous Symmetric Polynomial Geometric Inequalities
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    Chapter 4 Duality between Different Triangle Inequalities and Triangle Inequalities with (R, r, s)
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    Chapter 5 Transformations for the Angles of a Triangle
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    Chapter 6 Some Trigonometric Inequalities
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    Chapter 7 Some Other Transformations
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    Chapter 8 Convex Functions and Geometric Inequalities
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    Chapter 9 Miscellaneous Inequalities with Elements of a Triangle
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    Chapter 10 Special Triangles
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    Chapter 11 Triangle and Point
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    Chapter 12 Inequalities with Several Triangles
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    Chapter 13 The Möbius-Neuberg and the Möbius-Pompeiu Theorems
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    Chapter 14 Inequalities for Quadrilaterals
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    Chapter 15 Inequalities for Polygons
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    Chapter 16 Inequalities for a Circle
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    Chapter 17 Particular Inequalities in Plane Geometry
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    Chapter 18 Inequalities for Simplexes in E n (n ≥ 2)
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    Chapter 19 Inequalities for Tetrahedra
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    Chapter 20 Other Inequalities in E n (n ≥ 2)
Attention for Chapter 20: Other Inequalities in E n (n ≥ 2)
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