FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W4205122384> ?p ?o ?g. }

• W4205122384 endingPage "581" @default.
• W4205122384 startingPage "544" @default.
• W4205122384 abstract "The Kesten-Stigum theorem for the one-type Galton-Watson process gives necessary and sufficient conditions for mean convergence of the martingale formed by the population size normed by its expectation. Here, the approach to this theorem pioneered by Lyons, Pemantle and Peres (1995) is extended to certain kinds of martingales defined for Galton-Watson processes with a general type space. Many examples satisfy stochastic domination conditions on the offspring distributions and suitable domination conditions combine nicely with general conditions for mean convergence to produce moment conditions, like the X log X condition of the Kesten-Stigum theorem. A general treatment of this phenomenon is given. The application of the approach to various branching processes is indicated. However, the main reason for developing the theory is to obtain martingale convergence results in a branching random walk that do not seem readily accessible with other techniques. These results, which are natural extensions of known results for martingales associated with binary branching Brownian motion, form the main application." @default.
• W4205122384 created "2022-01-26" @default.
• W4205122384 creator A5032569873 @default.
• W4205122384 creator A5039368667 @default.
• W4205122384 date "2004-06-01" @default.
• W4205122384 modified "2023-10-17" @default.
• W4205122384 title "Measure change in multitype branching" @default.
• W4205122384 cites W1531393797 @default.
• W4205122384 cites W1895238018 @default.
• W4205122384 cites W1976186789 @default.
• W4205122384 cites W1977119878 @default.
• W4205122384 cites W1978319515 @default.
• W4205122384 cites W1982436650 @default.
• W4205122384 cites W1989904735 @default.
• W4205122384 cites W2012393290 @default.
• W4205122384 cites W2017974492 @default.
• W4205122384 cites W2026577607 @default.
• W4205122384 cites W2028077740 @default.
• W4205122384 cites W2029127025 @default.
• W4205122384 cites W2035631212 @default.
• W4205122384 cites W2040525329 @default.
• W4205122384 cites W2041237873 @default.
• W4205122384 cites W2043486479 @default.
• W4205122384 cites W2044762695 @default.
• W4205122384 cites W2047267282 @default.
• W4205122384 cites W2047303141 @default.
• W4205122384 cites W2048498460 @default.
• W4205122384 cites W2062085735 @default.
• W4205122384 cites W2073405379 @default.
• W4205122384 cites W2073424978 @default.
• W4205122384 cites W2088198894 @default.
• W4205122384 cites W2088996349 @default.
• W4205122384 cites W2094422829 @default.
• W4205122384 cites W2119847065 @default.
• W4205122384 cites W2120986701 @default.
• W4205122384 cites W2130054560 @default.
• W4205122384 cites W2142435463 @default.
• W4205122384 cites W2327660942 @default.
• W4205122384 cites W4248043654 @default.
• W4205122384 doi "https://doi.org/10.1017/s0001867800013604" @default.
• W4205122384 hasPublicationYear "2004" @default.
• W4205122384 type Work @default.
• W4205122384 citedByCount "36" @default.
• W4205122384 countsByYear W42051223842015 @default.
• W4205122384 countsByYear W42051223842016 @default.
• W4205122384 countsByYear W42051223842017 @default.
• W4205122384 countsByYear W42051223842018 @default.
• W4205122384 countsByYear W42051223842019 @default.
• W4205122384 countsByYear W42051223842020 @default.
• W4205122384 countsByYear W42051223842021 @default.
• W4205122384 countsByYear W42051223842022 @default.
• W4205122384 countsByYear W42051223842023 @default.
• W4205122384 crossrefType "journal-article" @default.
• W4205122384 hasAuthorship W4205122384A5032569873 @default.
• W4205122384 hasAuthorship W4205122384A5039368667 @default.
• W4205122384 hasBestOaLocation W42051223842 @default.
• W4205122384 hasConcept C105795698 @default.
• W4205122384 hasConcept C112401455 @default.
• W4205122384 hasConcept C114614502 @default.
• W4205122384 hasConcept C118615104 @default.
• W4205122384 hasConcept C121194460 @default.
• W4205122384 hasConcept C177255742 @default.
• W4205122384 hasConcept C202444582 @default.
• W4205122384 hasConcept C2779806530 @default.
• W4205122384 hasConcept C28826006 @default.
• W4205122384 hasConcept C33923547 @default.
• W4205122384 hasConcept C38652104 @default.
• W4205122384 hasConcept C41008148 @default.
• W4205122384 hasConcept C48406656 @default.
• W4205122384 hasConcept C57945734 @default.
• W4205122384 hasConcept C58435881 @default.
• W4205122384 hasConcept C76178495 @default.
• W4205122384 hasConceptScore W4205122384C105795698 @default.
• W4205122384 hasConceptScore W4205122384C112401455 @default.
• W4205122384 hasConceptScore W4205122384C114614502 @default.
• W4205122384 hasConceptScore W4205122384C118615104 @default.
• W4205122384 hasConceptScore W4205122384C121194460 @default.
• W4205122384 hasConceptScore W4205122384C177255742 @default.
• W4205122384 hasConceptScore W4205122384C202444582 @default.
• W4205122384 hasConceptScore W4205122384C2779806530 @default.
• W4205122384 hasConceptScore W4205122384C28826006 @default.
• W4205122384 hasConceptScore W4205122384C33923547 @default.
• W4205122384 hasConceptScore W4205122384C38652104 @default.
• W4205122384 hasConceptScore W4205122384C41008148 @default.
• W4205122384 hasConceptScore W4205122384C48406656 @default.
• W4205122384 hasConceptScore W4205122384C57945734 @default.
• W4205122384 hasConceptScore W4205122384C58435881 @default.
• W4205122384 hasConceptScore W4205122384C76178495 @default.
• W4205122384 hasIssue "02" @default.
• W4205122384 hasLocation W42051223841 @default.
• W4205122384 hasLocation W42051223842 @default.
• W4205122384 hasOpenAccess W4205122384 @default.
• W4205122384 hasPrimaryLocation W42051223841 @default.
• W4205122384 hasRelatedWork W1604613988 @default.
• W4205122384 hasRelatedWork W1978319515 @default.
• W4205122384 hasRelatedWork W2006716106 @default.
• W4205122384 hasRelatedWork W2013375185 @default.
• W4205122384 hasRelatedWork W2028077740 @default.

• next