单词 | Stirling number of the first kind |
释义 | Stirling number of the first kind So s(4, 2) = 11. Clearly s(n,1) = (n−1)! and s(n, n) = 1. It can be shown that Rather like the binomial coefficients, the Stirling numbers occur as coefficients in certain identities. They are named after the Scottish mathematician James Stirling (1692–1770). |
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