Elliptic Curves: Function Theory, Geometry, Arithmetic

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One of these is whether or not the surface is "orientable". Similarly, in any creative process, emergence of an idea or insight may be understood as a point -- with the challenge of eliciting related points and developing each, effectively as a line of argument in a configuration. (Polly Toynbee, We needed revolution from Gordon Brown but we got triangulation, The Guardian, 29 September 2009). Listing had examined connectivity in three dimensional Euclidean space but Betti extended his ideas to n dimensions.

Pages: 298

Publisher: Cambridge University Press (May 28, 1997)

ISBN: 0521582288

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