The basis for mortality tables that underpin life insurance plans are based on the statistics at each age of mortality. This had first been attempted by the English astronomer Halley in 1692 based on German sources since none were available in Great Britain (Baca?r: 2011). However, the first...

In this paper we analyze if an `urban mortality penalty\' exists for today\'s developing countries, repeating the history of industrialized nations during the 19th century. We analyze the Demographic and Health Survey (DHS) of 19 Sub-Saharan African countries for differences in child and adult...

In this paper we analyze if an 'urban mortality penalty' exists for today's developing countries, repeating the history of industrialized nations during the 19th century. We analyze the Demographic and Health Survey (DHS) of 19 Sub-Saharan African countries for differences in child and adult...

In this paper we analyze if an `urban mortality penalty\' exists for today\'s developing countries, repeating the history of industrialized nations during the 19th century. We analyze the Demographic and Health Survey (DHS) of 19 Sub-Saharan African countries for differences in child and adult...

In this paper we analyze if an 'urban mortality penalty' exists for today's developing countries, repeating the history of industrialized nations during the 19th century. We analyze the Demographic and Health Survey (DHS) of 19 Sub-Saharan African countries for differences in child and adult...

In this paper we analyze if an `urban mortality penalty' exists for today's developing countries, repeating the history of industrialized nations during the 19th century. We analyze the Demographic and Health Survey (DHS) of 19 Sub-Saharan African countries for differences in child and adult...

We present life tables by single year of age and sex for groups of animals and for 42 individual mostly mammalian species. Data are derived from the International Species Information System. The survivorship of most of these species has never been mapped systematically. We demonstrate that, in...

This paper introduces and develops the idea of “increments to life.†Increments to life are roughly analogous to forces of mortality: they are quantities specified for each age and time by a mathematical function of two variables that may be used to describe, analyze and model changing...

Compression of mortality is measured here in four ways: (1) by standard deviation of the age at death above the mode; (2) by standard deviation of the age at death in the highest quartile; (3) by the inter-quartile range; and (4) by the shortest age interval in which a given proportion of deaths...

Demographic surveillance systems (DSS) depend on community acceptance and involvement to produce high quality longitudinal data. Ensuring community support also exposes power relations usually concealed in the research process. We discuss the Agincourt Health and Demographic Surveillance System...