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?:abstract
  • "In this paper different survival models with a non-parametric hazard rate function are applied to the process of entry into marriage. The hazard function of the Hernes model of the marriage process as well as the log-logistic survival model are both derivable from a differential equation for a social diffusion process. The log-logistic model might be appropriate for modelling the marriage rate because of its non-monotonic hazard function. Moreover, in light of our analysis, application of this model to the marriage process can be justified by the theoretical rationale of a process of social diffusion. Both models are tested using German age-at-marriage data and the U.S. cohort data analyzed by Hernes (1972). It can be shown that the three parameter Hernes model yields a good fit while the log-logistic model, with only two parameters, leads to a moderate approximation of the data." Datengrundlage für die deutsche Stichprobe bildet der ALLBUS 1980 bis 1984 (xsd:string)
?:author
?:comment
  • (ALLBUS) (xsd:string)
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  • ALLBUS-Bibliography (xsd:string)
?:dateCreated
  • Aufgenommen: 18. Fassung, Juli 2002 (xsd:gyear)
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  • 1989 (xsd:gyear)
?:datePublished
  • 1989 (xsd:gyear)
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  • 31 (xsd:string)
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  • english (xsd:string)
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?:name
  • Diffusion and Survival Models for the Process of Entry into Marriage (xsd:string)
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  • article (xsd:string)
?:reference
?:sourceInfo
  • Bibsonomy (xsd:string)
  • In The Journal of Mathematical Sociology, 14, 31-44, 1989 (xsd:string)
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  • ALLBUS (xsd:string)
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  • 1989 (xsd:string)
  • ALLBUS (xsd:string)
  • ALLBUS_input2001 (xsd:string)
  • ALLBUS_pro (xsd:string)
  • ALLBUS_version18 (xsd:string)
  • ALLBUSkum1980-1984 (xsd:string)
  • FDZ_ALLBUS (xsd:string)
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  • 44 (xsd:string)
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  • 14 (xsd:string)