New scaling laws for self-avoiding walks: bridges and worms
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DOI: 10.1088/1742-5468/ab4584
Abstract: We show how the theory of the critical behaviour of $d$-dimensional polymer networks gives a scaling relation for self-avoiding {\em bridges} that relates the critical exponent for bridges $\gamma_b$ to that of terminally-attached self-avoiding arches,… read more here.
Keywords: laws self; new scaling; self avoiding; scaling laws ... See more keywords