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Attractor (1)
ATTRACTOR (1)

Definitions:

i. (mathematics) A set of numerical values toward which a system tends to evolve, for a wide variety of starting conditions of the system.

ii. A set of states of a dynamic physical system toward which that system tends to evolve, regardless of the starting conditions of the system.

iii. The smallest unit which cannot be itself be decomposed into two or more attractors with distinct basins of attraction.
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... whichever.



See perfect set (1).

See perfect form (1).

See perfect value (5).

See perfect specificity.

See perfect conditionality.

See perfect particularity (1).

See perfect characteristic (1).
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See perfect ATTRACTOR (2).

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