Sorgenfrey line
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Sorgenfrey line
Summary
Sorgenfrey line is a Hausdorff space[1]. It has Wikipedia articles in 8 language editions, a strong signal of global cultural recognition.[2]
Key Facts
- Sorgenfrey line's instance of is recorded as Hausdorff space[3].
- Sorgenfrey line's instance of is recorded as perfectly normal space[4].
- Sorgenfrey line's instance of is recorded as separable space[5].
- Sorgenfrey line's instance of is recorded as first-countable space[6].
- Sorgenfrey line's instance of is recorded as Lindelöf space[7].
- Sorgenfrey line's instance of is recorded as strongly zero-dimensional Tychonoff space[8].
- Robert Sorgenfrey is named after Sorgenfrey line[9].
- Sorgenfrey line comprises lower limit topology[10].
- Sorgenfrey line's underlying structure is recorded as set of real numbers[11].
Body
Definition and Type
Recorded instance of include Hausdorff space[3], perfectly normal space[4], separable space[5], first-countable space[6], Lindelöf space[7], and strongly zero-dimensional Tychonoff space[8].
Origins
Robert Sorgenfrey is named after Sorgenfrey line[9].
Use and Application
Sorgenfrey line comprises lower limit topology[10].
Why It Matters
Sorgenfrey line has Wikipedia articles in 8 language editions, a strong signal of global cultural recognition.[2]