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First Part: The Simplest Geometric Formations. I. Line-Segment, Area, Volume as Relative Quantities
II. The Grassmannian Determinant Principle for the Plane
III. The Grassmannian Principle for Space
IV. Classification of the Elementary Configurations of Space According to their Behaviour under Transformation of Rectangular Coordinates
V. Higher Configurations
Part Two: Geometric Transformations. I. Affine Transformations
II. Projective Transformations
III. Higher Point Transformations
IV. Transformations with Change of Space Element
V. Theory of the Imaginary
Part Three: Systematic Discussion of Geometry and its Foundations. I. The Systematic Discussion
II. Foundations of Geometry
Final Chapter: Observations about the Teaching of Geometry. I. The Teaching in England
II. The Teaching in France
III.The Teaching in Italy
IV. Teaching in Germany
Appendix I
Appendix II
Index of Names
Index of Contents.

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