000 00971nam a2200181Ia 4500
005 20241211205618.0
008 241211s1961 xx 000 0 und d
020 _afcnm560
082 _a516.9I/C72
100 _aCoxeter, H.S.M.
245 0 _aNon Euglidean Geometry
250 _a4ta
260 _aNew Yorkq :
_bUniversity of Torongo Press,
_c1961
300 _a309 páginas
505 _a1.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.
700 _a Delury, D. B.
942 _yLIB
999 _c49795
_d49795