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- W2027525279 abstract "Lattice models interpolating between free and self-avoiding random walks are investigated. Generating functions are constructed for k-tolerant walks, various trail problems, etc. For trail problems the effective field theory describing the global behaviour is analysed in the vicinity of the upper critical dimension dc=4. Their asymptotic large-scale behaviours are the same as those of the self-avoiding walk. Arguments are presented to support the same conclusion for much more general classes of walks including k-tolerant walks. One of the models exhibits a new tricritical point of order epsilon 1/2 if the fugacity for crossing is increased." @default.
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- W2027525279 date "1984-02-01" @default.
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- W2027525279 title "Walks, trials and polymers with loops" @default.
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