Geometry / by David A. Brannan ; Mathew F. Esplen ; Jeremy J. Gray

includes contents and index.

_contents:
Introduction: geometry and geometric;
1. conics;
_conics sections and conics;
_properties of conics;
_recognizing conics;
2. affine geometry;
_geometry and transformations and parallel projections;
_affine transformations and parallel projections;
_properties of affine transformations
3. projective geometry: lines;
_perspective;
_the projective plane;
4. projective geometry: conics;
_projective conics;
_tangents;
_theorems;
5. inversive geometry;
_inversion;
_extending the plane;
_inversive geometry;
_fundamental theorem of inversive geometry;
6. hyperbolic geometry: the Poincare model;
_hyperbolic geometry: the disc model;
_distance in hyperbolic geometry;
7. elliptic geometry : the spherical model;
_spherical space;
_spherical transformations
8. the Kleinian view of geometry;

-special symbols;
-further reading;
appendix1;A primer of group theory;
appendix 2: a primer of vector and vector spaces;
appendix 3: solution to the problems;
chapter 1:
chapter 2:
chapter 3:
chapter 4:
chapter 5:
chapter 6:
chapter 7:
index;