Download AlgTop7: The Klein bottle and projective plane -61E2fV

AlgTop7: The Klein bottle and projective plane -61E2fV_AwoI

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Description: The Klein bottle and the projective plane are the basic non-orientable surfaces. The Klein bottle, obtained by gluing together two Mobius bands, is similar in some ways to the torus, and is something of a curiosity. The projective plane, obtained by gluing a disk to a Mobius band, is one of the most fundamental of all mathematical objects. Of all the surfaces, it most closely resembles the sphere.

This is the seventh lecture in this beginner's course on Algebraic Topology, given by Assoc Prof N J Wildberger of the School of Mathematics and Statistics at UNSW. -61E2fV_AwoI
Tags: band, course, bottle, space, klein, lines, plane, topology, disk, mobius, algebraic, unsw, projective, wildberger, moduli, algtop7
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