Projective Geometry
including
200 solved problems 1. Introduction 2. Cross ratio 3. Desargues' two-triangle theorem 4. Harmonic sets 5. Projectivities 6. Involutions 7. Axioms for plane projective geometry 8. Point conics and line conics 9. Poles and polar lines 10. Theorems of Pascal and Briancon 11. Desargues' involution theorem 12. Pencils of points and lines on a conic 13. Plane affine geometry 14. Plane Euclidean geometry 15. Analytic projective geometry 16. Coordinate systems and projective tranformations 17. The conic 18. Projective, affine and Euclidean geometry Appendix. Matrix algebra |