REGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONS

Bibliographic Details
Main Authors: Pitman, J, Winkel, M
Format: Journal article
Published: 2009
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author Pitman, J
Winkel, M
author_facet Pitman, J
Winkel, M
author_sort Pitman, J
collection OXFORD
description
first_indexed 2024-03-06T19:24:40Z
format Journal article
id oxford-uuid:1b4c918a-c41b-4a1b-8213-3dd0d3b9afd7
institution University of Oxford
last_indexed 2024-03-06T19:24:40Z
publishDate 2009
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spelling oxford-uuid:1b4c918a-c41b-4a1b-8213-3dd0d3b9afd72022-03-26T10:59:32ZREGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONSJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:1b4c918a-c41b-4a1b-8213-3dd0d3b9afd7Symplectic Elements at Oxford2009Pitman, JWinkel, M
spellingShingle Pitman, J
Winkel, M
REGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONS
title REGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONS
title_full REGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONS
title_fullStr REGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONS
title_full_unstemmed REGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONS
title_short REGENERATIVE TREE GROWTH: BINARY SELF-SIMILAR CONTINUUM RANDOM TREES AND POISSON-DIRICHLET COMPOSITIONS
title_sort regenerative tree growth binary self similar continuum random trees and poisson dirichlet compositions
work_keys_str_mv AT pitmanj regenerativetreegrowthbinaryselfsimilarcontinuumrandomtreesandpoissondirichletcompositions
AT winkelm regenerativetreegrowthbinaryselfsimilarcontinuumrandomtreesandpoissondirichletcompositions