Fast implementations of the kink-jump-crankshaft and Berg-Foerster-Aragao de Carvalho-Caracciolo-Froehlich (BFACF) algorithms are discussed and applied to the study of topologically knotted polymers. The effect of knots on the size scaling laws of polymers is investigated. Finally, a comparison between the size scaling of the kink-jump-crankshaft and BFACF alogorithms is made
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Stephen R. Quake (1995) studied this question.
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