Geometry vs Geometrogenesis - What's the difference?
geometry | geometrogenesis |
(mathematics, uncountable) the branch of mathematics dealing with spatial relationships
(mathematics, countable) a type of geometry with particular properties
(countable) the spatial attributes of an object, etc.
(physics) The supposed emergence of space-time geometry (and of matter) from interacting quantum systems (in quantum gravity theory).
As nouns the difference between geometry and geometrogenesis
is that geometry is (mathematics|uncountable) the branch of mathematics dealing with spatial relationships while geometrogenesis is (physics) the supposed emergence of space-time geometry (and of matter) from interacting quantum systems (in quantum gravity theory).geometry
English
(wikipedia geometry)Noun
- spherical geometry
Holonyms
* mathematicsDerived terms
* absolute geometry * affine geometry * algebraic geometry * analytic geometry * chronogeometry * combinatorial geometry * descriptive geometry * differential geometry * elementary geometry * elliptic geometry * Euclidean geometry * finite geometry * fractal geometry * geometry of numbers * hyperbolic geometry * hypergeometry * non-Euclidean geometry * projective geometry * Riemannian geometry * spherical geometry * taxicab geometry * tropical geometryExternal links
* * *Wikibooks electronic book on geometry*
Mathworld article on geometry