improper integral

n. An integral having at least one nonfinite limit or an integrand that becomes infinite between the limits of integration.

improper integral

n (Mathematics) a definite integral having one or both limits infinite or having an integrand that becomes infinite within the limits of integration

improp′er in′tegral

n. 1. a definite integral whose area of integration is infinite. 2. a definite integral in which the integrand becomes infinite at a point or points in the interval of integration. [1940–45]

单词	improper integral
释义	improper integral improper integral n. An integral having at least one nonfinite limit or an integrand that becomes infinite between the limits of integration. improper integral n (Mathematics) a definite integral having one or both limits infinite or having an integrand that becomes infinite within the limits of integration improp′er in′tegral n. 1. a definite integral whose area of integration is infinite. 2. a definite integral in which the integrand becomes infinite at a point or points in the interval of integration. [1940–45] improper integral improper integral [im′präp·ər ′int·ə·grəl] (mathematics) Any integral in which either the integrand becomes unbounded on the domain of integration, or the domain of integration is itself unbounded.
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