Who invented the mobius strip

All examples from 13 starts from a rectangular piece of paper and says and construct a space after identifications of opposite side. If continued, the line meets the starting point, and is double the length of the original strip. Thirty Lectures on Classic Mathematics, pageat http: The real projective plane, like the Klein bottle, cannot be embedded in three-dimensions without self-intersections.

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A closely related 'strange' geometrical object is the Klein bottle. Home Questions Tags Users Unanswered. Cutting this new, longer, strip down the middle creates two strips wound around each other, each with two full twists.

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Who invented the first Mobius Strip

These facts imply that the mapping h: Now, imagine the same shape, but with three of the edges taken away, and with only one side… does this seem impossible? The most symmetrical image of a stereographic projection of this band into R 3 is obtained by using a projection point that lies on that great circle that runs through who invented the mobius strip midpoint of each of the semicircles.

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