hyperbolic

As an adjective hyperbolic

is of or relating to hyperbole or hyperbolic can be of or pertaining to a hyperbola.

As a noun gyrotrigonometry is

(mathematics) the use of gyroconcepts to study hyperbolic triangles.

As an adjective hyperbolic

is of or relating to hyperbole or hyperbolic can be of or pertaining to a hyperbola.

As a noun gyroparallelogram is

(mathematics) a hyperbolic quadrilateral whose two gyrodiagonals intersect at their gyromidpoints, analogous to a parallelogram in euclidean space.

As an adjective hyperbolic

is of or relating to hyperbole or hyperbolic can be of or pertaining to a hyperbola.

As a noun horosphere is

an $n-1$-dimensional hyperplane in hyperbolic $n$-dimensional space: it is (in the ) euclidean-tangent at infinity to the boundary sphere or (in the upper-half-space model) euclidean-parallel to the boundary hyperplane.

As an adjective hyperbolic

is of or relating to hyperbole or hyperbolic can be of or pertaining to a hyperbola.

As a noun horocycle is

(geometry) a curve in hyperbolic geometry whose normals all converge asymptotically.

As an adjective hyperbolic

is of or relating to hyperbole or hyperbolic can be of or pertaining to a hyperbola.

As a noun hyperbolicity is

being hyperbolic.

As adjectives the difference between hyperbolic and nonhyperbolic

is that hyperbolic is of or relating to hyperbole while nonhyperbolic is not hyperbolic.

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.