# Category:Definitions/Improper Integrals

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This category contains definitions related to Improper Integrals.

Related results can be found in Category:Improper Integrals.

An **improper integral** is a definite integral over an interval which is not closed, that is, open or half open, and whose limits of integration are the end points of that interval.

When the end point is not actually in the interval, the conventional definition of the definite integral is not valid.

## Pages in category "Definitions/Improper Integrals"

The following 18 pages are in this category, out of 18 total.

### I

- Definition:Improper Integral
- Definition:Improper Integral on Closed Interval Unbounded Above
- Definition:Improper Integral on Interval Unbounded Above and Below
- Definition:Improper Integral on Open Above Interval
- Definition:Improper Integral on Open Below Interval
- Definition:Improper Integral over Open Interval
- Definition:Improper Integral/Half Open Interval
- Definition:Improper Integral/Half Open Interval/Open Above
- Definition:Improper Integral/Half Open Interval/Open Below
- Definition:Improper Integral/Open Interval
- Definition:Improper Integral/Unbounded Closed Interval
- Definition:Improper Integral/Unbounded Closed Interval/Unbounded Above
- Definition:Improper Integral/Unbounded Closed Interval/Unbounded Below
- Definition:Improper Integral/Unbounded Open Interval
- Definition:Improper Integral/Unbounded Open Interval/Unbounded Above
- Definition:Improper Integral/Unbounded Open Interval/Unbounded Above and Below
- Definition:Improper Integral/Unbounded Open Interval/Unbounded Below