Central limit theorem for components in meandric systems through high moments
classification
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math.CO
keywords
theoremcentrallimitcomponentslargemeandricmomentsallows
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We investigate here the behaviour of a large typical meandric system, proving a central limit theorem for the number of components of given shape. Our main tool is a theorem of Gao and Wormald, that allows us to deduce a central limit theorem from the asymptotics of large moments of our quantities of interest.
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