sin v {\displaystyle z=4r\left(1-{\frac {\cos u}{2}}\right)\sin v} KleinBottle[r_:1] = Function[{u, v}, UnitStep[Sin[u]] { 6 Cos[u](1 + Sin[u]) + 4r(1...
multi-cover of the w:Klein bottle, explicitly the double cover. Created by w:User:Fuzzyeric based on Image:KleinBottle-topology-01.png. English determination...
This immersion of the Klein bottle into R3 is given by the following parameterization. Here the parameters u and v run from 0 to 2π and r is some fixed...
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into R3. Made with Mathematica. For a non-cut-away version see Image:KleinBottle-01.png. Date 5 August 2006 Source Own work using Mathematica 5.1 Author Fropuff...
views of a Klein bottle in three dimensions. The original description page was here. All following user names refer to fr.wikipedia. 2005-01-21 21:28 Anarkman...
Made with Mathematica. For the non-cut-away version see Image:KleinBottle-Figure8-01.png. Date 5 August 2006 Source Own work using Mathematica 5.1 Author...
KleinBottle-topology-01.png KleinBottle-folding-02.png KleinBottle-folding-03.png KleinBottle-folding-04.png KleinBottle-folding-05.png KleinBottle-folding-06...
KleinBottle-topology-01.png KleinBottle-folding-02.png KleinBottle-folding-03.png KleinBottle-folding-04.png KleinBottle-folding-05.png KleinBottle-folding-06...
KleinBottle-topology-01.png KleinBottle-folding-02.png KleinBottle-folding-03.png KleinBottle-folding-04.png KleinBottle-folding-05.png KleinBottle-folding-06...
