Knot probability of polygons subjected to a force: a Monte Carlo study.
DOIAbstract
none4noneE. J. Janse van Rensburg; E. Orlandini; M.C. Tesi; S.G. WhittingtonE. J. Janse van Rensburg; E. Orlandini; M.C. Tesi; S.G. Whittingto
none4noneE. J. Janse van Rensburg; E. Orlandini; M.C. Tesi; S.G. WhittingtonE. J. Janse van Rensburg; E. Orlandini; M.C. Tesi; S.G. Whittingto
We use Monte Carlo methods to investigate the asymptotic behaviour of the number and mean-square rad...
Abstract. Let pn denote the number of self-avoiding polygons of length n on a regular three-dimensio...
Stochastic simulations are used to characterize the knotting distributions of random ring polymers c...
We use Monte Carlo methods to study the knot probability of lattice polygons on the cubic lattice...
We study the knot probability of polygons confined to slabs or prisms, considered as subsets of t...
I will discuss recent work with Chris Soteros and Jeremy Eng on the probabilities of different knot ...
none4noneE. J. Janse van Rensburg; E. Orlandini; M.C. Tesi; S.G. WhittingtonE. J. Janse van Rensburg...
By performing Monte Carlo sampling of N-steps self-avoiding polygons embedded on different Bravais l...
We use Monte Carlo methods to study knotting in polygons on the simple cubic lattice with a stiff...
Random knots are created from the experiment of randomly closing the ends of nicked circular DNA. We...
We compare Monte Carlo simulations of knotted and unknotted polymers whose ends are connected to tw...
We introduce a two-dimensional lattice model for the description of knotted polymer rings. A polymer...
We use a simple physical mapping to adapt the known asymptotic expressions for the knotting probabil...
There is a striking qualitative similarity among the graphs of the relative probabilities of corresp...
We study here a model for a strand passage in a ring polymer about a randomly chosen location at whi...
We use Monte Carlo methods to investigate the asymptotic behaviour of the number and mean-square rad...
Abstract. Let pn denote the number of self-avoiding polygons of length n on a regular three-dimensio...
Stochastic simulations are used to characterize the knotting distributions of random ring polymers c...
We use Monte Carlo methods to study the knot probability of lattice polygons on the cubic lattice...
We study the knot probability of polygons confined to slabs or prisms, considered as subsets of t...
I will discuss recent work with Chris Soteros and Jeremy Eng on the probabilities of different knot ...
none4noneE. J. Janse van Rensburg; E. Orlandini; M.C. Tesi; S.G. WhittingtonE. J. Janse van Rensburg...
By performing Monte Carlo sampling of N-steps self-avoiding polygons embedded on different Bravais l...
We use Monte Carlo methods to study knotting in polygons on the simple cubic lattice with a stiff...
Random knots are created from the experiment of randomly closing the ends of nicked circular DNA. We...
We compare Monte Carlo simulations of knotted and unknotted polymers whose ends are connected to tw...
We introduce a two-dimensional lattice model for the description of knotted polymer rings. A polymer...
We use a simple physical mapping to adapt the known asymptotic expressions for the knotting probabil...
There is a striking qualitative similarity among the graphs of the relative probabilities of corresp...
We study here a model for a strand passage in a ring polymer about a randomly chosen location at whi...
We use Monte Carlo methods to investigate the asymptotic behaviour of the number and mean-square rad...
Abstract. Let pn denote the number of self-avoiding polygons of length n on a regular three-dimensio...
Stochastic simulations are used to characterize the knotting distributions of random ring polymers c...
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