An intensional definition describes a term by specifying its defining characteristics or essential properties. This approach focuses on the concept’s meaning and the criteria that make something fit the definition, rather than enumerating all possible examples.
Unlike an extensional definition, which lists all members of a set (e.g., defining ‘colors’ by listing red, blue, green), an intensional definition provides the criteria for membership. For instance, defining ‘prime number’ intensionally involves stating it’s a natural number greater than 1 that has no positive divisors other than 1 and itself. This definition captures the essence of primality.
Intensional definitions are crucial in fields like:
A common challenge is identifying the truly essential properties, as opposed to accidental ones. Misconceptions can arise if the definition is too narrow (excluding valid instances) or too broad (including invalid ones). Ensuring clarity and precision is key.
What is the opposite of an intensional definition?
The opposite is an extensional definition, which lists all the members or instances of a term.
When is an intensional definition most useful?
It is most useful when defining abstract concepts or when the set of instances is infinite or too large to list.
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