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I. The Foundation of Euclidean Geometry II. The Fifth Postulate III. The Discovery of Non-Euclidean Geometry IV. Hyperbolic Plane Geometry V. Hyperbolic Plane Trigonometry VI. Applications of Calculus to the Solutions of Some Problems in Hyperbolic Geometry VII. Elliptic Plane Geometry and Trigonometry VIII. The Consistency of the Non-Euclidean Geometries Appendix I. The Foundation of Euclidean Geometry II. Circular and Hyperbolic Functions III. The Theory of Orthogonal Circles and Allied Topics IV. The Elements of Inversion Index
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