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Timeline for A Reference for Schubert's Theorem

Current License: CC BY-SA 2.5

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May 13, 2010 at 13:33 comment added Ryan Budney Bonahon and Siebenmann's preprint (30 years old now) has been put up on Francis Bonahon's webpage. I imagine it will be published in not too long. It's also a good reference for this information and covers the material quite similarly to the way I cover it. Bonahon and Siebenmann go further to explore the JSJ-decomposition of the Z_2-branched cover of S^3 branched over the knot or link, and spends less time on the "plain" JSJ-decomposition, for which Schubert's theorem falls out of.
May 8, 2010 at 17:07 history answered Daniel Moskovich CC BY-SA 2.5