FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2776395878> ?p ?o ?g. }

• W2776395878 abstract "We study random typical minimal factorizations of the $n$-cycle into transpositions, which are factorizations of $(1, ldots,n)$ as a product of $n-1$ transpositions. By viewing transpositions as chords of the unit disk and by reading them one after the other, one obtains a sequence of increasing laminations of the unit disk (i.e. compact subsets of the unit disk made of non-intersecting chords). When an order of $sqrt{n}$ consecutive transpositions have been read, we establish, roughly speaking, that a phase transition occurs and that the associated laminations converge to a new one-parameter family of random laminations, constructed from excursions of specific L'evy processes. Our main tools involve coding random minimal factorizations by conditioned two-type Bienaym'e--Galton--Watson trees. We establish in particular limit theorems for two-type BGW trees conditioned on having given numbers of vertices of both types, and with an offspring distribution depending on the conditioning size. We believe that this could be of independent interest." @default.
• W2776395878 created "2018-01-05" @default.
• W2776395878 creator A5086317606 @default.
• W2776395878 creator A5086878600 @default.
• W2776395878 date "2017-12-18" @default.
• W2776395878 modified "2023-09-27" @default.
• W2776395878 title "The geometry of random minimal factorizations of a long cycle" @default.
• W2776395878 cites W100657013 @default.
• W2776395878 cites W1506498195 @default.
• W2776395878 cites W1535793628 @default.
• W2776395878 cites W1579422873 @default.
• W2776395878 cites W1592188389 @default.
• W2776395878 cites W1962027554 @default.
• W2776395878 cites W1963969361 @default.
• W2776395878 cites W1974527570 @default.
• W2776395878 cites W1978440224 @default.
• W2776395878 cites W1984310550 @default.
• W2776395878 cites W1986567569 @default.
• W2776395878 cites W1986759994 @default.
• W2776395878 cites W1991020635 @default.
• W2776395878 cites W1995154714 @default.
• W2776395878 cites W2007830074 @default.
• W2776395878 cites W2015789096 @default.
• W2776395878 cites W2016099245 @default.
• W2776395878 cites W2017671517 @default.
• W2776395878 cites W2032690805 @default.
• W2776395878 cites W2035676326 @default.
• W2776395878 cites W2039798957 @default.
• W2776395878 cites W2041751801 @default.
• W2776395878 cites W2046060018 @default.
• W2776395878 cites W2050823015 @default.
• W2776395878 cites W2066203598 @default.
• W2776395878 cites W2068214905 @default.
• W2776395878 cites W2083004389 @default.
• W2776395878 cites W2087780064 @default.
• W2776395878 cites W2094523459 @default.
• W2776395878 cites W2096378202 @default.
• W2776395878 cites W2102861853 @default.
• W2776395878 cites W2103012681 @default.
• W2776395878 cites W2103894616 @default.
• W2776395878 cites W2107382982 @default.
• W2776395878 cites W2120547819 @default.
• W2776395878 cites W2132893794 @default.
• W2776395878 cites W2146486600 @default.
• W2776395878 cites W2160575618 @default.
• W2776395878 cites W2168790747 @default.
• W2776395878 cites W2340541605 @default.
• W2776395878 cites W2404254515 @default.
• W2776395878 cites W2767240619 @default.
• W2776395878 cites W2768655885 @default.
• W2776395878 cites W2949376609 @default.
• W2776395878 cites W2963017176 @default.
• W2776395878 cites W2963213238 @default.
• W2776395878 cites W3102562739 @default.
• W2776395878 cites W3102922874 @default.
• W2776395878 cites W3105354657 @default.
• W2776395878 cites W1965300862 @default.
• W2776395878 hasPublicationYear "2017" @default.
• W2776395878 type Work @default.
• W2776395878 sameAs 2776395878 @default.
• W2776395878 citedByCount "1" @default.
• W2776395878 countsByYear W27763958782019 @default.
• W2776395878 crossrefType "posted-content" @default.
• W2776395878 hasAuthorship W2776395878A5086317606 @default.
• W2776395878 hasAuthorship W2776395878A5086878600 @default.
• W2776395878 hasConcept C10138342 @default.
• W2776395878 hasConcept C110121322 @default.
• W2776395878 hasConcept C114614502 @default.
• W2776395878 hasConcept C118615104 @default.
• W2776395878 hasConcept C122637931 @default.
• W2776395878 hasConcept C134306372 @default.
• W2776395878 hasConcept C145420912 @default.
• W2776395878 hasConcept C162324750 @default.
• W2776395878 hasConcept C182306322 @default.
• W2776395878 hasConcept C18903297 @default.
• W2776395878 hasConcept C2777299769 @default.
• W2776395878 hasConcept C33923547 @default.
• W2776395878 hasConcept C47177299 @default.
• W2776395878 hasConcept C86803240 @default.
• W2776395878 hasConceptScore W2776395878C10138342 @default.
• W2776395878 hasConceptScore W2776395878C110121322 @default.
• W2776395878 hasConceptScore W2776395878C114614502 @default.
• W2776395878 hasConceptScore W2776395878C118615104 @default.
• W2776395878 hasConceptScore W2776395878C122637931 @default.
• W2776395878 hasConceptScore W2776395878C134306372 @default.
• W2776395878 hasConceptScore W2776395878C145420912 @default.
• W2776395878 hasConceptScore W2776395878C162324750 @default.
• W2776395878 hasConceptScore W2776395878C182306322 @default.
• W2776395878 hasConceptScore W2776395878C18903297 @default.
• W2776395878 hasConceptScore W2776395878C2777299769 @default.
• W2776395878 hasConceptScore W2776395878C33923547 @default.
• W2776395878 hasConceptScore W2776395878C47177299 @default.
• W2776395878 hasConceptScore W2776395878C86803240 @default.
• W2776395878 hasLocation W27763958781 @default.
• W2776395878 hasOpenAccess W2776395878 @default.
• W2776395878 hasPrimaryLocation W27763958781 @default.
• W2776395878 hasRelatedWork W1521513823 @default.
• W2776395878 hasRelatedWork W1603880452 @default.
• W2776395878 hasRelatedWork W1883250426 @default.
• W2776395878 hasRelatedWork W1984841421 @default.

• next