klein bottle वाक्य
उदाहरण वाक्य
मोबाइल
- Examples of non-trivial fiber bundles include the M�bius strip and Klein bottle, as well as nontrivial covering spaces.
- Note that this creates a circle of self-intersection-this is an immersion of the Klein bottle in three dimensions.
- For the first question ( for what it's worth ), gluing two Moebius strips together gives a Klein bottle.
- So the sphere and torus admit complex structures, but the M�bius strip, Klein bottle and projective plane do not.
- There's a Klein bottle, but that's a bit different ( it's more like two M�bius loops grafted together ).
- The answer to that is yes, since space could be shaped like the 3D analogue of a Klein bottle.
- My universe is still a Klein bottle, not a plane it's just a different way of looking at it.
- The fundamental group of the Klein bottle can be determined as the presentation & minus; 1 " a " >.
- Let's say there was a group of flat-landers living on a Mobius strip, or if you like, a klein bottle.
- If you stitch together opposite sides of a square, you get a torus or a klein bottle or a projective plane.
- These correspond to stitching 0, 1, 1 and 2 opposite edges of a square, giving a Klein bottle in two cases.
- The underlying compact manifold has boundary a Klein bottle, and the first homology group of the Gieseking manifold is the integers.
- A similar nontrivial bundle is the Klein bottle which can be viewed as a " twisted " circle bundle over another circle.
- The hypothetical object known as a Klein bottle plays an important role in the book after Peter visits the London Science Museum.
- At Number Heaven, Robert learns of imaginary numbers, which Teplotaxl describes as " imaginative numbers ", as well as the Klein bottle.
- For instance, the Lens space L ( 4, 1 ) contains an incompressible Klein bottle that is not \ pi _ 1-injective.
- Philip Franklin ( 1930 ) proved that the Klein bottle requires at most 6 colors, rather than 7 as predicted by the formula.
- To construct the Klein Bottle, glue the red arrows of the square together ( left and right sides ), resulting in a cylinder.
- For example, the one-holed toroid and the Klein bottle both have ? = 0, with the first being orientable and the other not.
- He also hand-blows Klein bottles, oddly shaped flasks that theoretically exist only in the fourth dimension because their inside is also their outside.
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