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Search results with tag "Non euclidean geometry"
500 - OCLC
www.oclc.org.9 Non-Euclidean geometries Including Bolyai, elliptic, Gauss, hyperbolic, inversive, Lobachevski geometries; imbeddings of non-Euclidean spaces in other geometries Class a specific type of non-Euclidean geometry with the type, e.g., non-Euclidean analytic geometries 516.3 [517] [Unassigned] Most recently used in Edition 9 518 Numerical analysis
NON-EUCLIDEAN GEOMETRY - University of Washington
sites.math.washington.eduThe first four postulates, or axioms, were very simply stated, but the Fifth Postulate was quite different from the others. Postulates I-IV I. A straight line segment can be drawn ... into subtleties of basic geometry. Here are some theorems, that if proved, imply V: The distance between two parallel lines is finite. (Proclus, 410-485)