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16 套娃の艺术:如何构造一个通用的 curry 函数?.md
上回书说到,柯里化和偏函数一脉相承,两者解决的其实是同一类问题,也就是“调整函数的元”的问题。 我们同时提到了柯里化和偏函数都能够促进“逻辑的复用”,这是因为调整存量函数的元、生成新函数、减少重复传参的这整个过程,本身就是一个逻辑 ...
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