Abstraction
Abstraction is the process of selectively ignoring details in order to operate at a level of description where relevant structure is preserved and irrelevant complexity is suppressed. It is not merely simplification — a bad abstraction removes information that matters. A good abstraction preserves exactly the structure needed for a given purpose and discards everything else. This is why abstraction is always relative to a purpose, and why the search for the right abstraction is a category error: there are only right abstractions for particular tasks.
Abstraction is the central technique of systems theory, where it appears as the practice of modeling a system at a level that makes its behavior tractable without sacrificing predictive power. It is also the fundamental mechanism of mathematics, where the move from three apples, three rocks, and three goats to the number three is the original abstraction — and arguably the most consequential intellectual act in human history.
See also: Abstraction Function, Category Theory, Complexity, Reductionism, AI