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Table of Contents
- Preface
- Contents
- 1 Geometry and Geometric Ideas
- 2 Isometries in Euclidean Vector Spaces and their Classification in ℝn
- 3 The Conic Sections in the Euclidean Plane
- 4 Special Groups of Planar Isometries
- 5 Graph Theory and Graph Theoretical Problems
- 6 Spherical Geometry and Platonic Solids
- 7 Linear Fractional Transformation and Planar Hyperbolic Geometry
- 8 Simplicial Complexes and Topological Data Analysis
- 9 Combinatorics and Combinatorial Problems
- 10 Finite Probability Theory and Bayesian Analysis
- 11 Boolean Lattices, Boolean Algebras and Stone’s Theorem
- Bibliography
- Index
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