terms |
gyrocircle |
As nouns the difference between terms and gyrocircle
is that
terms is while
gyrocircle is (mathematics) a hyperbolic circle in gyrovector space.
gyrovector |
gyrocircle |
In mathematics|lang=en terms the difference between gyrovector and gyrocircle
is that
gyrovector is (mathematics) a type of vector for which addition is defined by a formula that satisfies the axioms for a gyrogroup while
gyrocircle is (mathematics) a hyperbolic circle in gyrovector space.
As nouns the difference between gyrovector and gyrocircle
is that
gyrovector is (mathematics) a type of vector for which addition is defined by a formula that satisfies the axioms for a gyrogroup while
gyrocircle is (mathematics) a hyperbolic circle in gyrovector space.
circle |
gyrocircle |
As nouns the difference between circle and gyrocircle
is that
circle is (
lb) a two-dimensional geometric figure, a line, consisting of the set of all those points in a plane that are equally distant from another point while
gyrocircle is (mathematics) a hyperbolic circle in gyrovector space.
As a verb circle
is to travel around along a curved path.
hyperbolic |
gyrocircle |
As an adjective hyperbolic
is of or relating to hyperbole or
hyperbolic can be of or pertaining to a hyperbola.
As a noun gyrocircle is
(mathematics) a hyperbolic circle in gyrovector space.