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单词 正整数
释义 〔partition〕An expression of a positive integer as a sum of positive integers.正整数式:用一个正整数来表示正整数总集合的表达方式〔number〕A member of any of the further sets of mathematical objects, such as negative integers and real numbers, that can be derived from the positive integers by induction.数:更多的数学集合中的一元,如负整数或实数,通过归纳正整数而得出〔integer〕A member of the set of positive whole numbers (1, 2, 3, . . . ), negative whole numbers (-1, -2, -3, . . . ), and zero (0).整数:全部正整数(1,2,3…),负整数(-1,-2,-3,…)和零(0)中的任一数〔number〕A member of the set of positive integers; one of a series of symbols of unique meaning in a fixed order that can be derived by counting.正整数正整数集合中的一元;能够以计算得出且以一固定顺序排列的一系列只具唯一意义的符号中的一个〔number〕A position in an ordered sequence that corresponds to one of the positive integers:号,位:和一个正整数相符的有顺序的系列中的位置:
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