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E J Janse van Rensburg

E J Janse van Rensburg

D-Index & Metrics

Mathematics

D-Index
34
Citations
3939
World Ranking
2951
National Ranking
123

Best Publications

  • Monte carlo study of the interacting self-avoiding walk model in three dimensions

    M. C. Tesi;E. J. Janse van Rensburg;E. Orlandini;S. G. Whittington

  • The statistical mechanics of interacting walks, polygons, animals and vesicles

    E. J. Janse van Rensburg

  • Virial coefficients for hard discs and hard spheres

    E J Janse van Rensburg

  • The knot probability in lattice polygons

    E J J van Rensburg;S G Whittington

  • Entanglement complexity of self-avoiding walks

    E J Janse van Rensburg;D A W Sumners;E Wasserman;S G Whittington

  • Asymptotics of knotted lattice polygons

    E Orlandini;M C Tesi;E J Janse van Rensburg;S G Whittington

  • Interacting self-avoiding walks and polygons in three dimensions

    M C Tesi;E J Janse van Rensburg;E Orlandini;S G Whittington

  • The BFACF algorithm and knotted polygons

    E J Janse van Rensburg;S G Whittington

  • The dimensions of knotted polygons

    E J Janse van Rensburg;S G Whittington

  • Multiple Markov chain Monte Carlo study of adsorbing self-avoiding walks in two and in three dimensions

    E J Janse van Rensburg;A R Rechnitzer

  • Monte Carlo methods for the self-avoiding walk

    E J Janse van Rensburg

  • The writhe of a self-avoiding walk

    E Orlandini;M C Tesi;S G Whittington;D W Sumners

  • Collapsing and adsorbing polygons

    E J Janse van Rensburg

  • THICKNESSES OF KNOTS

    Y. Diao;C. Ernst;E. J. Janse Van Rensburg

  • Knot probability for lattice polygons in confined geometries

    M C Tesi;E J Janse van Rensburgs;E Orlandini;S G Whittington

  • Knotting and supercoiling in circular DNA: A model incorporating the effect of added salt.

    M. C. Tesi;M. C. Tesi;M. C. Tesi;E. J. Janse van Rensburg;E. J. Janse van Rensburg;E. J. Janse van Rensburg;E. Orlandini;E. Orlandini;E. Orlandini;D. W. Sumners;D. W. Sumners;D. W. Sumners

  • MINIMAL KNOTS IN THE CUBIC LATTICE

    E.J. Janse Van Rensburg;S.D. Promislow

  • The pivot algorithm and polygons: results on the FCC lattice

    E J Janse van Rensburg;S G Whittington;N Madras

  • A nonlocal Monte Carlo algorithm for lattice trees

    E J Janse van Rensburg;N Madras

  • The Writhe of Knots in the Cubic Lattice

    E. J. Janse Van Rensburg;E. Orlandini;D. W. Sumners;M. C. Tesi

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