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The Knot Book - Colin C. Adams - Google Books

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Two mathematicians, Cameron Gordon and John Luecke, both at the University of Texas, proved that two distinct knots cannot have the same exterior.

Bridge number and integral Dehn surgery by John Luecke

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Bridge number and integral Dehn surgery by. John Luecke University of Texas at Austin Coauthors: C. McA. Gordon, K. Baker. Consider a family of knots {Kn} ...

Biography:John Edwin Luecke - HandWikihandwiki.org › wiki › Biography:John_Edwin_Luecke

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The Annals of Mathematics (Annals of Mathematics) 125 (2): ↑ Cameron Gordon and John Luecke, Knots are determined by their complements.

Spring Topology and Dynamics Conference

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... Proceedings volume 28 (Number 1) including the conference report; March , University of Texas (Austin): Cameron Gordon, John Luecke, Alan ...

Google Groups: This week in the mathematics arXiv (9 Jan Jan)

: Gordon, John Luecke: Knots with Unknotting Number 1 and Essential Conway Spheres math.GT

Wikipedia: John Edwin Luecke - Wikipedia

John Edwin Luecke is an American mathematician who works in topology and knot theory.He got his Ph.D. in from the University of Texas at Austin and is now a professor in the department of mathematics at that institution.. Work. Luecke specializes in knot theory and 3-manifolds.In a paper Luecke, Marc Culler, Cameron Gordon, and Peter Shalen proved the cyclic surgery theorem.

All web results to the name "John Luecke"

John Edwin Luecke | Revolvy

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The Annals of Mathematics (Annals of Mathematics) 125 (2): Cameron Gordon and John Luecke, Knots are determined by their complements. J. Amer.

Baker , Gordon , Luecke : Bridge number and integral Dehn ...projecteuclid.org › euclid.agt

projecteuclid.org

Volume 16, Number 1 (2016), Bridge number and integral Dehn surgery. Kenneth L Baker, Cameron Gordon, and John Luecke. More by Kenneth L Baker.

Bridge number, Heegaard genus and non-integral dehn surgery ...miami.pure.elsevier.com › publications › bridge-number-heegaard-genus-a...

miami.pure.elsevier.com

Bridge number, Heegaard genus and non-integral dehn surgery. Kenneth L. Baker, Cameron Gordon, John Luecke. Mathematics. Research output: Contribution ...

CAG vol. 12 (2004) no. 2 article 1 - International Press of Bostonwww.intlpress.com › journals › items › cag › content › vols

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DOI: https://dx.doi.org CAG v12.n2.a1. Authors. John Luecke. C. McA. Gordon. Abstract. If we perform a non-trivial Dehn surgery ...

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John Luecke and Gordon Free People Check