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. Author manuscript; available in PMC: 2010 Aug 30.
Published in final edited form as: Res Aging. 2009;31(2):153–179. doi: 10.1177/0164027508328308

Table 3.

Exponentiated Coefficients from Binomial Logistic Regression of Joint Retirement Experience for Couples in Which Both Spouses Expected Joint Retirement

Variable Coeff.
Husband's age at first retirement 1.24 (13.15)***
Age difference between spouses 0.94 (0.73)
Husband's educationa
 Less than HS 0.81 (0.14)
 Some college 1.08 (0.03)
 College or more 1.79 (1.73)
Wife's educationa
 Less than HS 0.84 (0.08)
 Some college 1.23 (0.27)
 College or more 0.47 (2.16)
Husband in poor/fair health in 1992b 2.13 (1.33)
Wife in poor/fair health in 1992b 0.84 (0.04)
Husband in poor/fair health after first retirementb 1.50 (0.63)
Wife in poor/fair health after first retirementb 1.78 (1.14)
Length of current marriage in 1992 0.99 (0.26)
Caring for parent(s) or grandchild(ren) in 1992b 0.83 (0.30)
Caring for parent(s) or grandchild(ren) after first retirementb 0.85 (0.24)
Total net wealth in $1,000 in 1992 1.00 (0.01)
Worry about retirement income sufficiency 0.82 (3.89)*
Spouses relative earnings in 1992 0.38 (4.15)*
Husband having pension planb 1.83 (1.88)
Wife having pension planb 0.70 (0.84)
Complementarity of leisure 0.88 (0.76)
Discussion of retirement 1.39 (8.85)**
df 22
−2LogLikelihood 240.7

Note: Reference outcome is 'not joint retirement'. For the table, N=217. Values of Wald Chi-square statistics are shown in parenthesis

a

Reference category is high school graduate.

b

Reference category is no.

p-value + <.10

*

<.05

**

<.01

***

<.001