Contents.
Ideal elements defined independently of XI and XII Fundamental theorems of projective Geometry Definition of congruence relations The axiom System as categorical.
Projective and metric geometry.
Regions Continuity Parallel lines Chapter III.
Definition and properties of line, plane, space Generalizations of order.
General properties of space.
Introductory statement of the Axioms Categorical and disjunctive systems Independence proofs and historical remarks on Axioms IX-XII Finite systems proving the independence of I-VIIIChapter II.
The Axioms and their independence.
Chapter I.
Contents