biholomorphism

As nouns the difference between terms and biholomorphism

is that terms is while biholomorphism is (mathematics) a bijective holomorphism whose inverse is also holomorphic.

As a noun biholomorphism is

(mathematics) a bijective holomorphism whose inverse is also holomorphic.

As an adjective holomorphic

is complex-differentiable on an {{soplink|open|set}} around every point in its domain.

As a noun biholomorphism is

a bijective holomorphism whose inverse is also holomorphic.

As a verb inverse

is .

As an adjective inverse

is inverted.

As a noun biholomorphism is

(mathematics) a bijective holomorphism whose inverse is also holomorphic.

In mathematics terms the difference between holomorphism and biholomorphism

is that holomorphism is a holomorphic function while biholomorphism is a bijective holomorphism whose inverse is also holomorphic.

As an adjective bijective

is (mathematics|of a map) both injective and surjective.

As a noun biholomorphism is

(mathematics) a bijective holomorphism whose inverse is also holomorphic.

In mathematics|lang=en terms the difference between biholomorphism and biholomorphic

is that biholomorphism is (mathematics) a bijective holomorphism whose inverse is also holomorphic while biholomorphic is (mathematics) of, pertaining to, or exhibiting biholomorphism.

As a noun biholomorphism

is (mathematics) a bijective holomorphism whose inverse is also holomorphic.

As an adjective biholomorphic is

(mathematics) of, pertaining to, or exhibiting biholomorphism.