Crossover scaling functions for 2d vesicles, and the Yang-Lee edge singularity

An account is given of recent progress in establishing an exact formula for the critical scaling function of self-avoiding loops in two dimensions, weighted by their area.

Bibliographic Details
Main Author: Cardy, J
Format: Journal article
Language:English
Published: 2003
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author Cardy, J
author_facet Cardy, J
author_sort Cardy, J
collection OXFORD
description An account is given of recent progress in establishing an exact formula for the critical scaling function of self-avoiding loops in two dimensions, weighted by their area.
first_indexed 2024-03-07T01:08:04Z
format Journal article
id oxford-uuid:8c08b0f4-64a6-4d30-a832-cb74e210e621
institution University of Oxford
language English
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publishDate 2003
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spelling oxford-uuid:8c08b0f4-64a6-4d30-a832-cb74e210e6212022-03-26T22:42:02ZCrossover scaling functions for 2d vesicles, and the Yang-Lee edge singularityJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:8c08b0f4-64a6-4d30-a832-cb74e210e621EnglishSymplectic Elements at Oxford2003Cardy, JAn account is given of recent progress in establishing an exact formula for the critical scaling function of self-avoiding loops in two dimensions, weighted by their area.
spellingShingle Cardy, J
Crossover scaling functions for 2d vesicles, and the Yang-Lee edge singularity
title Crossover scaling functions for 2d vesicles, and the Yang-Lee edge singularity
title_full Crossover scaling functions for 2d vesicles, and the Yang-Lee edge singularity
title_fullStr Crossover scaling functions for 2d vesicles, and the Yang-Lee edge singularity
title_full_unstemmed Crossover scaling functions for 2d vesicles, and the Yang-Lee edge singularity
title_short Crossover scaling functions for 2d vesicles, and the Yang-Lee edge singularity
title_sort crossover scaling functions for 2d vesicles and the yang lee edge singularity
work_keys_str_mv AT cardyj crossoverscalingfunctionsfor2dvesiclesandtheyangleeedgesingularity