| 释义 |
sufficiently large (sufficiently small) A proposition P(x), where x is a real number or natural number, is said to be true ‘for sufficiently large x' if there exists M such that P(x) is true for all x > M. It may also be said that P(x) is eventually true. Likewise, P(x) is said to be true ‘for sufficiently small x' if there exists ε>0 such that P(x) is true whenever |x|< ε.
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