单词 | non-decreasing |
释义 | > as lemmasnon-decreasing non-decreasing adj. Brit. /ˌnɒndᵻˈkriːsɪŋ/ , U.S. /ˌnɑndəˈkrisɪŋ/ , /ˌnɑndiˈkrisɪŋ/ not decreasing; (spec. in Mathematics, of a function) not decreasing in value as the variable increases; (of a sequence) consisting of terms which do not decrease in value.ΚΠ 1908 Ann. Math. 9 124 If a sequence of monotonic nondecreasing functions..converges [etc.]. 1946 H. Cramér Math. Methods Statistics vi. 53 Any non-decreasing function..may be represented..as the sum of a step-function and an everywhere continuous function, both non-decreasing and uniquely determined. 1991 Struct. Change & Econ. Dynamics 2 216 To be well-behaved, the variable cost function must be non-decreasing, concave and linearly homogeneous in w, non-decreasing in Y, and non-increasing and convex in z. < as lemmas |
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