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bn:00030306n
Noun Concept
Categories: Elementary geometry, Geometry, Greek inventions, Euclidean geometry, Articles with short description
EN
elementary geometry  parabolic geometry  Euclidean geometry
EN
(mathematics) geometry based on Euclid's axioms WordNet 3.0
Definitions
Relations
Sources
EN
(mathematics) geometry based on Euclid's axioms WordNet 3.0 & Open English WordNet
Euclidean geometry is a mathematical system attributed to ancient Greek mathematician Euclid, which he described in his textbook on geometry, Elements. Wikipedia
The study of the properties of Euclidean spaces Wikipedia Disambiguation
The familiar geometry of the real world, based on the postulate that through any two points there is exactly one straight line. Wiktionary
Mathematical system. Wiktionary (translation)
IS A
geometry
axiomatic system
HAS PART
Butterfly theorem
Casey's theorem
Ptolemy's theorem
Ceva's theorem
Brianchon's theorem
+18 relations
PART OF
geometry
HAS KIND
Euclidean plane geometry
analytic geometry
angle
connection
cuboid
+5 relations
CATEGORY DOMAIN
mathematics
DIFFERENT FROM
Euclidean space
HAS QUALITY
Euclid's postulates
NAMED AFTER
Euclid
WordNet 3.0 & Open English WordNet
EN
elementary geometry, parabolic geometry, Euclidean geometry
Wikipedia
EN
Euclidean geometry
Wikidata
EN
Euclidean geometry
Wiktionary
EN
Euclidean geometry
Wikipedia Redirections
EN
2D geometry, Axioms of geometry, classical geometry, elementary geometry, Euclid's fourth postulate, Euclid's postulates, Euclid's second postulate, Euclid's third postulate, Euclid axioms, Euclid postulates, Euclidean axioms, Euclidean Geometry, Euclidean geometry of the plane, Euclidean plane geometry, Euclidian geometry, Fundamental concepts of geometry, Geometry in R2, Geometry of Euclid, Geometry Postulates, Noncoordinate geometry, orthogonal geometry, Planar geometry, two-dimensional geometry, Two dimensional geometry

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