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Topological and Geometric Properties of tightly confined random polygons

Ernst, C (WKU)
Thursday 06 December 2012, 11:10-11:30

Seminar Room 1, Newton Institute


Consider equilateral random polygons in a confinement sphere of radius R. In this talk we describe how geometric properties of the random polygons such a curvature or torsion change when the radius of confinement decreases. We also describe how the knot spectrum changes as R decreases.


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