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Physical Sciences and Mathematics Commons™
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Articles 1 - 5 of 5
Full-Text Articles in Physical Sciences and Mathematics
The A-Hypergeometric System Associated With A Monomial Curve, Eduardo Cattani, Carlos D’Andrea, Alicia Dickenstein
The A-Hypergeometric System Associated With A Monomial Curve, Eduardo Cattani, Carlos D’Andrea, Alicia Dickenstein
Mathematics and Statistics Department Faculty Publication Series
No abstract provided.
A Note On The Symplectic Structure On The Space Of G-Monopoles, Michael Finkelberg, Alexander Kuznetsov, Nikita Markarian, Ivan Mirkoviæ
A Note On The Symplectic Structure On The Space Of G-Monopoles, Michael Finkelberg, Alexander Kuznetsov, Nikita Markarian, Ivan Mirkoviæ
Mathematics and Statistics Department Faculty Publication Series
No abstract provided.
Rank 2 Integrable Systems Of Prym Varieties, J. C. Hurtubise, E. Markman
Rank 2 Integrable Systems Of Prym Varieties, J. C. Hurtubise, E. Markman
Mathematics and Statistics Department Faculty Publication Series
No abstract provided.
Semiinfinite Flags. I. Case Of Global Curve P^1., Michael Finkelberg, Ivan Mirkoviæ
Semiinfinite Flags. I. Case Of Global Curve P^1., Michael Finkelberg, Ivan Mirkoviæ
Mathematics and Statistics Department Faculty Publication Series
No abstract provided.
On Distortion And Thickness Of Knots, Robert B. Kusner, John M. Sullivan
On Distortion And Thickness Of Knots, Robert B. Kusner, John M. Sullivan
Robert Kusner
What length of rope (of given diameter) is required to tie a particular knot? Or, to turn the problem around, given an embedded curve, how thick a regular neighborhood of the curve also is embedded? Intuitively, the diameter of the possible rope is bounded by the distance between strands at the closest crossing in the knot. But of course the distance between two points along a curve goes to zero as the points approach each other, so to make the notion precise, we need to exclude some neighborhood of the diagonal.