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subinterval
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(Definition)
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Let $I$ be an interval. A subinterval of $I$ is a subset of $I$ that is also an interval.
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"subinterval" is owned by Wkbj79.
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Cross-references: subset, interval
There are 17 references to this entry.
This is version 1 of subinterval, born on 2008-02-26.
Object id is 10334, canonical name is Subinterval.
Accessed 1484 times total.
Classification:
| AMS MSC: | 12D99 (Field theory and polynomials :: Real and complex fields :: Miscellaneous) | | | 26-00 (Real functions :: General reference works ) | | | 54C30 (General topology :: Maps and general types of spaces defined by maps :: Real-valued functions) |
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Pending Errata and Addenda
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