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Stirling's approximation - Wikipedia, the free encyclopedia
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日期：2025-11-13
(in big O notation). The next term in the O(ln(n)) is (1/2)ln(2πn); a more precise variant of the formula is therefore Being an asymptotic formula, Stirling's approximation has the property that Sometimes, bounds for rather than asymptotics are required: ...看更多
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