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Screening in a collection of crumpled manifolds

Physical Review A, ISSN: 1050-2947, Vol: 37, Issue: 3, Page: 1032-1035
1988
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  • Citations
    7
    • Citation Indexes
      7

Article Description

The continuum theory of a collection of self-avoiding D-dimensional manifolds with fixed connectivity embedded in d dimensions is considered. The self-avoiding interaction between multiple points of a manifold is shown to be screened in the presence of other manifolds. The screening length and the mean-square distance between two points of a manifold are derived to decrease with the manifold density according to -(D+2)/2(d-D) and -[4D-(2-D)d]/2(d-D), respectively. © 1988 The American Physical Society.

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