About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 234. Chapters: History of geometry, Non-Euclidean geometry, Penrose triangle, Polygon, Analytic geometry, Polyhedron, Symmetry group, Hexagon, Perpendicular, Solid angle, Circumference, Polytope, Polychoron, Sacred geometry, Flexagon, Moire pattern, Quadric, Translation, Matroid, Strahle construction, Projective geometry, Tutte polynomial, Flower of Life, Hyperbolic geometry, Systolic geometry, Minkowski diagram, Quantum spacetime, Extremal length, Line moire, Affine arithmetic, Minkowski space, Complex reflection group, Timeline of algebra and geometry, Introduction to systolic geometry, Ham sandwich theorem, Orientation, Miller index, Reciprocal lattice, Euler spiral, Porism, Huzita-Hatori axioms, Angular eccentricity, Mass point geometry, Affine geometry, Superspace, Helmert transformation, Transversality, General position, Convex cone, List of geometry topics, Duoprism, Dividing a circle into areas, Hyperboloid model, Homogeneous space, Villarceau circles, Peaucellier-Lipkin linkage, Quasiconformal mapping, List of differential geometry topics, N-dimensional space, Rabatment of the rectangle, Egyptian geometry, Cavalieri's principle, Vertex figure, Chordal problem, Fresnel integral, Tetrahedron packing, Menger curvature, Point groups in two dimensions, Axis-angle representation, Householder transformation, Surface-area-to-volume ratio, Girih tiles, Codimension, Equichordal point problem, Poincare disk model, Ford circle, Complex polytope, Quasisymmetric map, Chirality, Scaling, Sphericity, Ordered geometry, Systoles of surfaces, Chebyshev center, Isometry, Radius, The Geometry Center, Vertical direction, Shape factor, Analyst's traveling salesman theorem, Curvature of a measure, Brascamp-Lieb inequality, Hypercycle, Unit hyperbola, Synthetic geometry, Visual calculus, Enumerative geometry, Connection, Duocylinder, Supertoroid...
