terms |
hyperbolike |
As a noun terms
is .
As an adjective hyperbolike is
(mathematics) having topological properties that are equivalent to the existence of a hyperbolic structure.
hyperbolike |
hyperbolise |
As an adjective hyperbolike
is (mathematics) having topological properties that are equivalent to the existence of a hyperbolic structure.
As a verb hyperbolise is
.
hyperbolike |
hyperbolize |
As an adjective hyperbolike
is (mathematics) having topological properties that are equivalent to the existence of a hyperbolic structure.
As a verb hyperbolize is
to exaggerate, use hyperbole.
hyperbolic |
hyperbolike |
As adjectives the difference between hyperbolic and hyperbolike
is that
hyperbolic is of or relating to hyperbole or
hyperbolic can be of or pertaining to a hyperbola while
hyperbolike is (mathematics) having topological properties that are equivalent to the existence of a hyperbolic structure.
topological |
hyperbolike |
In mathematics terms the difference between topological and hyperbolike
is that
topological is of or relating to topology while
hyperbolike is having topological properties that are equivalent to the existence of a hyperbolic structure.