Skip to main content

Journal of Population Sciences

Table 5 Validation of the two-parameter model’s capacity to complete age patterns of mortalitya

From: A two-parameter hazard function to describe age patterns of mortality in ancient Northwestern Europe

HMD life table

Parameters

Complete

pattern

Pattern made incomplete by removing 4 consecutive age groups

0−14

15−34

35−54

55−74

75−94

95+

Belgium 1841

β

0.099

0.098

0.099

0.099

0.099

0.099

0.099

θ

– 5.39

– 5.45

– 5.35

– 5.35

– 5.38

– 5.38

– 5.39

Belgium 1978

β

0.113

0.113

0.113

0.113

0.114

0.111

0.113

θ

– 7.45

– 7.36

– 7.22

– 7.46

– 7.57

– 7.71

– 7.45

Danmark 1929

β

0.100

0.100

0.100

0.100

0.097

0.103

0.100

θ

– 6.93

– 7.14

– 7.00

– 6.88

– 7.12

– 6.74

– 6.93

England &Wales 1887

β

0.090

0.090

0.091

0.090

0.088

0.090

0.090

θ

– 5.98

– 5.92

– 5.87

– 6.13

– 6.05

– 5.98

– 5.98

France 1821

β

0.097

0.096

0.098

0.097

0.098

0.097

0.097

θ

– 5.46

– 5.55

– 5.34

– 5.44

– 5.45

– 5.46

– 5.46

France 1953

β

0.103

0.103

0.104

0.103

0.100

0.105

0.103

θ

– 7.37

– 7.41

– 7.24

– 7.51

– 7.61

– 7.17

– 7.37

Holland 1920

β

0.100

0.100

0.100

0.100

0.098

0.101

0.100

θ

– 6.41

– 6.56

– 6.44

– 6.34

– 6.50

– 6.33

– 6.41

Norway 1883

β

0.107

0.110

0.108

0.107

0.102

0.104

0.107

θ

– 5.53

– 5.60

– 5.45

– 5.48

– 5.55

– 5.57

– 5.53

Sweden 1751

β

0.094

0.093

0.096

0.094

0.096

0.093

0.094

θ

– 5.43

– 5.50

– 5.24

– 5.46

– 5.38

– 5.45

– 5.43

Sweden 1883

β

0.100

0.102

0.101

0.100

0.097

0.100

0.100

θ

– 5.73

– 5.92

– 5.62

– 5.66

– 5.84

– 5.74

– 5.73

Sweden 2014

β

0.161

0.161

0.162

0.161

0.162

0.145

0.161

θ

– 7.02

– 6.96

– 6.68

– 6.84

– 7.66

– 7.74

– 7.03

  1. Note: aOur 2-parameter model: see equations 11a−c.
  2. Source data: Human Mortality Database (2017, 2017, 2018)