About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 301. Chapters: Affine geometry, Euclidean geometry, Hyperbolic geometry, Interactive geometry software, Non-Euclidean geometry, Projective geometry, Euclidean space, Hyperbolic function, Affine transformation, Rotation, Mathematica, Congruence, Projective plane, Stereographic projection, Similarity, Hyperplane, Ceva's theorem, Radio navigation, Spherical geometry, Euclid's Elements, Mobius transformation, Projective linear group, List of interactive geometry software, Gyrovector space, Root system, Euclidean subspace, Homogeneous coordinates, Projective space, Plucker coordinates, Complex projective space, Multilateration, Parallel postulate, Riemann sphere, Cross-ratio, Fubini-Study metric, SL2(R), Apollonian gasket, Duality, Grassmannian, Triangulation, Homothetic center, Crystal system, Orientation, Split-quaternion, Barycentric coordinate system, Affine curvature, Triangle group, Centroid, Intercept theorem, Affine space, Real projective line, Poincare half-plane model, Erlangen program, Projective orthogonal group, Five points determine a conic, Inverse curve, 3D projection, Elliptic geometry, One-dimensional symmetry group, Fuchsian group, Dual curve, Direct linear transformation, Desargues' theorem, Hyperbolic space, Cayley-Bacharach theorem, Minkowski addition, Real projective space, Geometry Expressions, Pascal's theorem, Fano plane, Hyperbolic angle, Inversive ring geometry, Barnsley fern, Semilinear transformation, Poincare metric, Hyperboloid model, Bloch sphere, Hilbert's theorem, Anosov diffeomorphism, Hyperbolization theorem, Rodrigues' rotation formula, Book of Lemmas, Trilateration, PSL(2,7), Collineation, Pole and polar, Schwarz lemma, Hilbert's arithmetic of ends, Menelaus' theorem, Isosceles triangle theorem, Incidence, Curve of constant width, Hyperbolic coordinates, Homography, Beltrami-Klein model, Rips mac...
