As nouns the difference between geometry and geometrodynamics
is that
geometry is (mathematicsuncountable) the branch of mathematics dealing with spatial relationships while
geometrodynamics is (physics) any of several reformulations of general relativity that attempt to describe spacetime and associated phenomena completely in terms of geometry.
geometry Noun
(mathematics, uncountable) the branch of mathematics dealing with spatial relationships
(mathematics, countable) a type of geometry with particular properties
 spherical geometry
(countable) the spatial attributes of an object, etc.
Holonyms
* mathematics
Derived 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
* nonEuclidean geometry
* projective geometry
* Riemannian geometry
* spherical geometry
* taxicab geometry
* tropical geometry
Related terms
* geometer
* geometrical
External links
*
*
* Wikibooks electronic book on geometry
* Mathworld article on geometry

geometrodynamics English
Noun
( wikipedia geometrodynamics)
( )
(physics) Any of several reformulations of general relativity that attempt to describe spacetime and associated phenomena completely in terms of geometry.
