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Table 2 Crude and adjusted hazard ratios (95 % confidence intervals) for overall mortality by the level of relative deprivation in Swedish men and women

From: Relative deprivation and mortality – a longitudinal study in a Swedish population of 4,7 million, 1990–2006

 

Reference group defined by

 

Living region

Age group

Occupation

Living region, age group and occupation

Male

Crude

Continuous

1109 (1107–1111)

p < .0001

1.104 (1.102-1.10 6)

p < .0001

1069 (1.066-1072)

p < .0001

1.090 (1.087-1.093)

p < .0001

Top vs bottom quartile

2503 (2.474-2.532)

p < .0001

2.491 (2.467-2.52 7)

p < .0001

1414 (1 .392-1 437)

p < .0001

1.587 (1 .563-1.612)

p < .0001

Model 2

  

Continuous

1.101 (1.097-1.105)

p < 0001

1.103 (1.099-1.10 7)

p < .0001

1.105 (1.101-1 109)

p < .0001

1.107 (1.103-11 11)

p < .0001

Top vs bottom quartile

1.746 (1.711-1.782)

p < .0001

1.821 (1.784-1.85 9)

p < .0001

1.693 (1.663-1 724)

p < .0001

1.749 (1.719-1779)

p < .0001

Model 3

  

Continuous

1.079 (1.074-1.085)

p < .0001

1.060 (1.074-1.08 5)

p < .0001

1.090 (1.084-1 095)

p < .0001

1.096 (1.091-1101)

p < .0001

Top vs bottom quartile

1.668 (1.627-1.710)

p < .0001

1.749 (1.703-1.79 5)

p < .0001

1.694 (1.662-1 727)

p < .0001

1.751 (1.719-1.784)

p < .0001

Female

  

Crude

  

Continuous

1118 (1.116-1.120)

p < .0001

1.098 (1.096-1.100)

p < .0001

0.986 (0.982-0.990)

p < .0001

1.002 (0.998-1.006)

p = .35

Top vs bottom quartile

2.082 (2.041 -2.123)

p < .0001

2.051 (2.012-2.092)

p < .0001

0.989 0.966-1 012)

p = .34

0.958 (0.937-0.980)

p = .0002

Model 2

  

Continuous

1.031 (1.027-1.036)

p < .0001

1.027 (1.022-1.03 2)

p < .0001

1.024 (1.019-1.028)

p < .0001

1.029 (1.025-1.034)

p < .0001

Top vs bottom quartile

1.182 (1.151-1213)

p < .0001

1.127 (1.097-1.157)

p < .0001

1.133 (1.105-1 162)

p < .0001

1.159 (1.130-1.188)

p < .0001

Model 3

  

Continuous

1.027 (1.019-1.034)

p < .0001

1.009 (0.999-1.019)

p = .06

1.003 (0.994-1.013)

p = .51

1.025 (1.017-1.032)

p < .0001

Top vs bottom quartile

1.155 (1.110-1202)

p < .0001

0.992 (0.944-1.042)

p = .74

1.044 (1.000-1 090)

p = .05

1.101 (1.060-1.144)

p < .0001