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** Lune of Hippocrates, in geometry a plane region bounded by arcs of circles and amenable to quadrature
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** and Hippocrates
** Hippocrates of Cos, Greek physician ( d. 377 BC )
** Hippocrates of Chios, mathematician and astronomer
** The Oath of Hippocrates
** and geometry
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** Schwarzschild metric, a description of the geometry around a special type of black hole
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** Pole and polar line, a duality with respect to conics in projective geometry
** Theodosius of Bithynia, Greek astronomer and mathematician who will write the Sphaerics, a book on the geometry of the sphere ( d. c. 100 BC )
** History of Geometry, on the early history of Greek geometry ( several quotes survive )
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** Duality ( projective geometry ), general principle of projective geometry
** In elementary mathematics, especially elementary geometry:
** Parabolic geometry
** Projective geometry is a non-Euclidean geometry that involves projective spaces.
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** The geometry ( physical bounds ) of the problem is defined.
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** Congruence ( geometry ) –
** Cartesian coordinate system, for representing position and other spatial concepts in analytic geometry
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** List of computer graphics and descriptive geometry topics
** List of numerical computational geometry topics
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