Automatization

  • The Romantic Manifesto
    All learning involves a process of automatizing, i.e., of first acquiring knowledge by fully conscious, focused attention and observation, then of establishing mental connections which make that knowledge automatic (instantly available as a context), thus freeing man’s mind to pursue further, more complex knowledge.
  • The Romantic Manifesto
    The function of psychological integrations is to make certain connections automatic, so that they work as a unit and do not require a conscious process of thought every time they are evoked.
  • Return of the Primitive
    A mind’s cognitive development involves a continual process of automatization. For example, you cannot perceive a table as an infant perceives it — as a mysterious object with four legs. You perceive it as a table, i.e., a man-made piece of furniture, serving a certain purpose belonging to a human habitation, etc.; you cannot separate these attributes from your sight of the table, you experience it as a single, indivisible percept — yet all you see is a four-legged object; the rest is an automatized integration of a vast amount of conceptual knowledge which, at one time, you had to learn bit by bit. The same is true of everything you perceive or experience; as an adult, you cannot perceive or experience in a vacuum, you do it in a certain automatized context — and the efficiency of your mental operations depends on the kind of context your subconscious has automatized.
  • Introduction to Objectivist Epistemology
    The status of automatized knowledge in his mind is experienced by man as if it had the direct, effortless, self-evident quality (and certainty) of perceptual awareness. But it is conceptual knowledge — and its validity depends on the precision of his concepts, which require as strict a precision of meaning (i.e., as strict a knowledge of what specific referents they subsume) as the definitions of mathematical terms. (It is obvious what disasters will follow if one automatizes errors, contradictions and undefined approximations.)