单词 | limit inferior |
释义 | limit inferior [`lim·ǝt in¦fir·ē·ǝr] MATHEMATICS The limit inferior of a sequence whose nth term is an is the limit as N approaches infinity of the greatest lower bound of the terms an for which n is greater than N; denoted by . The limit inferior of a function f at a point c is the limit as ∊ approaches zero of the greatest lower bound of f (x ) for |x - c|< ∊ and x ≠ c; denoted by . |
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