Linked from

The 20 pages that link to Synthetic geometry, each with the reason it gives.

• Coordinate geometryCompared with: It establishes geometric results without translating figures into algebra.

• Analytic geometryCompared with: It proves properties directly from geometric relations instead of translating them into algebra.

• Triangle geometryCompared with: It proves triangle results directly from geometric relations.

• Foundations of GeometryCompared with: Its axiom-driven proofs exemplify geometry developed without analytic coordinates.

• Vector geometryCompared with: It reaches geometric conclusions without translating figures into vector equations.

• Hilbert's axiomsCompared with: Hilbert's axioms support a synthetic foundation, unlike coordinate-first presentations of geometry.

• Geometric analysisCompared with: It derives geometric conclusions without the differential equations central to this field.

• Steiner conicCompared with: Steiner's geometric construction is traditionally presented synthetically, unlike coordinate derivations.

• Van Schooten's theoremCompared with: A rotation-based proof can establish the result without calculating coordinates or trigonometric lengths.