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Multilingual Demographic Dictionary, second unified edition, English volume

Difference between revisions of "Force of mortality"

Multilingual Demographic Dictionary, second unified edition, English vol.
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(Etienne van de Walle et al., second 1982 edition)
 
(Eugen Grebenik et al., first edition 1958)
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<!--'''Force of mortality'''-->
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<!--'''force of mortality'''-->
#REDIRECT[[Instantaneous death rate]]
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{{NewLineT|S=432|N=2}} {{
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Lang=en|Lang2=ar|Lang3=de|Lang4=es|Lang5=fi|Lang6=fr|Lang7=it|Lang8=pl|Lang9=pt|Lang10=ru}}
  
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{{Gallery
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| caption={{Lang_audio_pronunciation_-en}}
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| width=100
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| height=20
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| lines=3
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|432_1_1_en_I Death function.ogg|'''death function'''
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|432_2_1_en_I Probability of death.ogg|'''probability of death'''
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|432_3_1_en_I Central death rate.ogg|'''central death rate'''
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|432_4_1_en_I Force of mortality.ogg|'''force of mortality'''
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|432_4_2_en_I Instantaneous death rate.ogg|'''instantaneous death rate'''
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}}
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<noinclude>
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[[en-I:force of mortality]] [[ar-I:معدل الوفيات اللحظي (لحظة)]] [[de-I:Sterblichkeitskraft]] [[es-I:coeficiente instantáneo de mortalidad]] [[fi-I:kuolleisuuden intensiteetttiluku]] [[fr-I:quotient instantané de mortalité]] [[it-I:tasso istantaneo di mortalità]] [[pl-I:natężenie umieralności]] [[pt-I:FÔRÇA de mortalidade]] [[ru-I:Сила смертности]]
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</noinclude>
 
<noinclude>
 
<noinclude>
[[Category:Term of the second edition of the multilingual demographic Dictionary]]
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[[Category:Term of the first edition of the multilingual demographic Dictionary]]
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[[Category:Mortality and morbidity]]
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[[Category:43]]
 
</noinclude>
 
</noinclude>

Revision as of 21:23, 7 November 2009

Force of mortality  (FORCE of mortality)


The course of mortality throughout the life cycle may be described by a life table 1. A life table consists of several life table functions 2, all of which are mathematically related and may be generally derived when the value of one of them is known. The survivorship function 3 shows the number of survivors 4 of a cohort (116-2) of births to various exact ages (322-7) on the assumption that the cohort is subjected to the rates of mortality shown. The number of births in the original cohort is known as the radix 5 of the life table and the process by which the original cohort is reduced is known as attrition 6.

  • 4. The number of survivors to exact age x is denoted by lx .
  • 5. The radix is usually a power of 10: 10,000 or 100,000 for example.

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