separabletype
Separabletype is a theoretical notion in type theory and category theory used to describe a type whose values can be decomposed into independent components. The idea captures when a type behaves like a product of simpler types, so that its data can be analyzed and manipulated componentwise.
Formally, a type T is described as separable if there exists a family of types {T_i} and
Examples include simple product types, such as A × B, where a value is a pair (a,
In practice, separabletype concepts aid in modular reasoning, data layout, and serialization strategies, where independence of