Absolute geometry
Absolute geometry Absolute geometry is a geometry that does not assume the parallel ...
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Absolute geometry (En.howto wiki)
Absolute geometry Object: Absolute geometry [edit] Howto: --- [edit] Guide: --- [edit] See Also ...
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Absolute geometry   (translated from German)
Absolute geometry Those Absolute geometry is one Geometrie , in that the first four postulates that Euklidischen geometry apply, not however that Parallel postulate. ...
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Geometry   (translated from German)
Geometry René Descartes, La geometry (first edition 1637) Those Geometry (griech. "land surveying") is in Subsection that ... On the one hand one understands by "geometry" two and dreimensionale Euclidean elementary geometry, also in the school teaching teaches ...
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Symplectic geometry   (translated from Japanese)
Symplectic geometry Symplectic geometry(Whether - to come, く), symplectic manifold . As for symplectic geometry analytical dynamics is designated as the beginning ... global analysis, Integrable system・Non commutative geometry・ algebra geometry and the like has the being connected ... Table of contents Analytical dynamics and symplectic geometry As for origination of symplectic geometry, ...
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Euclidean geometry
Euclidean geometry Euclid Euclidean geometry is the familiar kind of geometry on the plane or in three dimensions ... higher-dimensional geometries with similar properties. Euclidean geometry is named after the Hellenistic mathematician Euclid ... early systematic treatment of this kind of geometry. Euclidean geometry sometimes means plane geometry. ...
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Focus (geometry)
Focus (geometry) In geometry, the focus (pl. foci) is a special ... the set of points for which the absolute value of the difference of the distances ...
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Molecular geometry
Molecular geometry Geometry of the water molecule Molecular geometry or molecular structure is the three dimensional ... magnetism, and biological activity. A defined molecular geometry at equilibrium can only be expected at temperatures close to absolute zero, because at higher temperatures the ...
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Taxicab geometry
Taxicab geometry Manhattan distance sample: the three routes (red ... two points have the same length Taxicab geometry, considered by Hermann Minkowski in the 19th century, is a form of geometry in which the usual metric of Euclidean geometry is replaced by a new metric in ... two points is the sum of the (absolute) differences of their coordinates. Manhattan distance ...
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Euclidean geometry   (translated from German)
Euclidean geometry Those Euclidean geometry is us trusted Geometrie the level or ... verallgemeinerung on areas more arbitrary Dimension. Euclidean geometry in D Dimensions can be introduced in ... opens cross connections to different non-Euclidean geometry. For the algebraic formulation of Euclidean geometry see the articles Euclidean area and ...
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