2013
DOI: 10.1007/978-3-319-01553-8
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Handbook of Palaeodemography

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Cited by 51 publications
(62 citation statements)
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“…The age and sex data presented in the osteological analysis of the site (Etxeberria & Herrasti, ) are used as the basis for agent‐based demographic modeling. We additionally use the preindustrial standard mortality table (i.e., Séguy & Buchet, ) as a proxy for prehistoric attritional mortality, together with skeletal age and sex data taken from other nearby Late Neolithic funerary sites to understand the demographics of the Rioja Alavesa region [i.e., Las Yurdinas II, Peña Larga, Alto de la Huesera and Longar (Fernández‐Crespo & de‐la‐Rúa, ; Rivera, )].…”
Section: Methodsmentioning
confidence: 99%
“…The age and sex data presented in the osteological analysis of the site (Etxeberria & Herrasti, ) are used as the basis for agent‐based demographic modeling. We additionally use the preindustrial standard mortality table (i.e., Séguy & Buchet, ) as a proxy for prehistoric attritional mortality, together with skeletal age and sex data taken from other nearby Late Neolithic funerary sites to understand the demographics of the Rioja Alavesa region [i.e., Las Yurdinas II, Peña Larga, Alto de la Huesera and Longar (Fernández‐Crespo & de‐la‐Rúa, ; Rivera, )].…”
Section: Methodsmentioning
confidence: 99%
“…The infant mortality rate for real populations with a life expectancy of 25 years could therefore be somewhat lower than the Coale & Demeny tables suggest (implying, of course, higher adult mortality rates; see also Hin, 2013;Scheidel, 2001). The Pre-industrial Standard table (Séguy & Buchet, 2013) indicates a mean life expectancy of 34.3 years and an infant mortality of 20.0%. This would point to a somewhat less bleak picture of living conditions before the Industrial Revolution than is often assumed but its applicability to the Roman period is doubtful.…”
Section: Evidence For Mortality In the Roman Periodmentioning
confidence: 99%
“…For the 960 Cananefatian soldiers this would be 38. According to the Pre-industrial Standard model life table (Séguy & Buchet, 2013) the proportion of males that die between 20 and 45 years of age will be 0.27. In contrast, this proportion would be 0.51 according to the pessimistic South High Mortality with e0=25 table (Woods, 2007;Hin, 2013).…”
Section: Recruitment Modelmentioning
confidence: 99%
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“…Figure 1 shows the relationship between d and r for three levels of mortality in stable populations analyzed by C&D (West Family). At constant mortality levels, the value of d changes according to the variation in r; in fact, if the birth rate is higher (or lower) than the death rate the proportion of infants increases (or decreases) and the proportion of child deaths varies accordingly (Ségui and Buchet 2013;Bocquet-Appel 2002;Masset and Bocquet 1977;Bocquet-Appel and Masset 1996). For example, in cases in which mortality is very high (such as level 1 C&D, e 0,F = 20), where the population increases annually by 1%, d = 0.250; conversely, if the population decreases by 1% then d = 0.139.…”
Section: The D Index In Different Mortality Contextsmentioning
confidence: 99%