lens space
3-manifold that is a quotient of S³ by ℤ/p actions: (z,w) ↦ (exp(2πi/p)z, exp(2πiq/p)w)
Facts
4 properties- Subclass of
- 3-manifold, essential manifold[2][3]
- Discoverer or inventor
- Heinrich Franz Friedrich Tietze[1]
- Maintained by WikiProject
- WikiProject Mathematics[5]
- Time of discovery or invention
- 1908[4]
🏷️ Also known as
en lens space
de Linsenraum
fr espace lenticulaire
it spazio lenticolare
ja レンズ空間
ko 렌즈 공간
nl lensruimten van Tietze
ru линзовое пространство
uk лінзовий простір
vi không gian thấu kính
zh 透鏡空間
zh 透镜空间
🔖 Identifiers · 8
- OpenAlex ID
- C99460904
- Image (Wikimedia Commons)
- Lens Space L(2;5) Side View.png ↗
- Encyclopedia of Mathematics article ID
- Lens_space
- Freebase ID
- /m/03lrc8
- MathWorld ID
- LensSpace
- Microsoft Academic ID (discontinued)
- 99460904
- NLab ID
- lens space
- ScienceDirect topic ID
- mathematics/lens-space
🔗 Connections
Created notable works 1
Discoverer or inventor 1
Maintained by WikiProject 1
Subclass of 1
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