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improper integral
[ im-prop-er in-ti-gruhl ]
noun
Mathematics.
- Also called in·fi·nite in·te·gral [in, -f, uh, -nit , in, -ti-gr, uh, l]. a definite integral in which one or both of the limits of integration is infinite.
- a definite integral in which the integrand becomes infinite at a point or points in the interval of integration.
improper integral
noun
- a definite integral having one or both limits infinite or having an integrand that becomes infinite within the limits of integration
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˜yÐÄvlog History and Origins
Origin of improper integral1
First recorded in 1940–45
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