Definition:Connected Domain (Complex Analysis)/Simply Connected Domain

Definition

Let $D \subseteq \C$ be a connected domain.

Then $D$ is called a simply connected domain if and only if $D$ is simply connected.

Also see

• Requirement for Connected Domain to be Simply Connected Domain, a condition for when a connected domain $D$ is simply connected.

Sources

• 2001: Christian Berg: Kompleks funktionsteori: $\S 3.1$