Non Euglidean Geometry
Coxeter, H.S.M.
Non Euglidean Geometry - 4ta - New Yorkq : University of Torongo Press, 1961 - 309 páginas
1.The historical development of non-Euclidean geometry. 2.Real projective geometry: foundations. 3.Real projective geometry polarities conks and quadrics. 4.Homogeneous coordinates. 5.Elliptic geometry in one dimensions. 6.Elliptic geometry in two dimensions. 7.Elliptic geometry in three dimensions. 8.Descriptive geometry. 9.Euclidean and hyperbolic geometry. 10.Hyperbolic geometry in two dimensions. 11.Circles and triangles. 12.The uses of a general triangle of reference. 13.Area. 14.Euclidean models. 15.Concluding remarks.
fcnm560
516.9I/C72
Non Euglidean Geometry - 4ta - New Yorkq : University of Torongo Press, 1961 - 309 páginas
1.The historical development of non-Euclidean geometry. 2.Real projective geometry: foundations. 3.Real projective geometry polarities conks and quadrics. 4.Homogeneous coordinates. 5.Elliptic geometry in one dimensions. 6.Elliptic geometry in two dimensions. 7.Elliptic geometry in three dimensions. 8.Descriptive geometry. 9.Euclidean and hyperbolic geometry. 10.Hyperbolic geometry in two dimensions. 11.Circles and triangles. 12.The uses of a general triangle of reference. 13.Area. 14.Euclidean models. 15.Concluding remarks.
fcnm560
516.9I/C72