A family of holomorphic or meromorphic maps is normal when every sequence has a subsequence converging locally uniformly in the spherical metric, possibly to infinity.
A family of meromorphic functions on a domain that omits three fixed points of the Riemann sphere is normal. For holomorphic functions with values in the complex plane, omitting two fixed values suffices.
Articles by others on the same topic
The term "normal family" typically refers to a family structure that aligns with widely accepted societal norms and expectations regarding family dynamics, roles, and relationships. However, the definition of what constitutes a "normal" family can vary greatly depending on cultural, social, and individual perspectives. In many Western cultures, a "normal family" often implies a nuclear family consisting of two parents (a mother and a father) and their biological children.