CHAPTER FIVE (part 5)
Table 27. Pearson Correlation Coefficients: Personality measures and
perpetrated partner abuse comparing Wave 1 and Wave 2 data based on the
same sample of female respondents
Partner
Abuse |
|
r |
Kendal's
Tau-b |
|
Prevalence
of Abuse |
Incidence
of Abuse |
|
|
Wave 1 |
Wave
2 |
Wave 2 |
|
|
EPQP |
Wave
1 |
.36 |
*** |
.20 |
*** |
.12 |
* |
.12 |
(.05) |
|
Wave
2 |
|
|
.21 |
** |
.16 |
** |
.21 |
(.05) |
|
+Z Score |
4.54 |
*** |
|
|
EPQL |
Wave 1 |
-.14 |
* |
-.17 |
** |
-.07 |
|
.05 |
(.06) |
|
Wave 2 |
|
-.11 |
* |
-.06 |
|
.06 |
(.05) |
|
Z Score |
-3.33 |
*** |
|
|
EPQE |
Wave 1 |
.08 |
|
.05 |
|
.04 |
|
.04 |
(.05) |
|
|
Wave 2 |
|
.03 |
|
.005 |
|
.08 |
(.05) |
|
|
Z Score |
2.94 |
** |
|
|
MacAndrew |
Wave 1 |
.19 |
*** |
.11 |
* |
.03 |
|
.05 |
(.05) |
|
Wave 2 |
|
.07 |
|
.009 |
|
-.03 |
(.05) |
|
Z Score |
4.80 |
*** |
|
Neuroticism Index (NI) |
|
EPQN |
Wave 1 |
.30 |
*** |
.25 |
*** |
.14 |
** |
.18 |
(.04) |
|
Wave 2 |
|
.29 |
*** |
.23 |
*** |
.22 |
(.03) |
|
Z Score |
.29 |
|
|
|
Ego Strength |
Wave 1 |
-.23 |
*** |
-.06 |
|
-.03 |
|
-.11 |
(.05) |
|
Wave 2 |
|
-.08 |
|
-.08 |
|
-.15 |
(.05) |
|
Z Score |
5.56 |
*** |
|
|
Self Esteem |
Wave 1 |
-.21 |
*** |
-.11 |
* |
-.05 |
|
-.05 |
(.05) |
|
Wave 2 |
|
-.09 |
|
-.09 |
|
-.06 |
(.05) |
|
Z Score |
4.61 |
*** |
|
|
Trait Anxiety |
Wave 1 |
.33 |
*** |
.22 |
*** |
.21 |
*** |
.10 |
(.05) |
|
Wave 2 |
|
.23 |
*** |
.20 |
*** |
.10 |
(.05) |
|
Z Score |
3.03 |
** |
|
NI |
Wave 1 |
.32 |
*** |
.20 |
*** |
.14 |
** |
.15 |
(.05) |
|
Wave 2 |
|
.20 |
*** |
.19 |
*** |
.17 |
(.05) |
|
Z Score |
3.75 |
*** |
Note: * p < .05, ** p < .01, *** p < .001
+ Z Scores were derived from the prevalence of partner abuse data and
personality measures from Wave 1 and Wave 2, respectively.
Asymptotic Standard Errors are presented in brackets.
Partner abuse was based on the full measure prior to any transformations
being conducted.
Testing the Diathesis Stress Model
Logistic Regression Analyses
The rationale behind the application of logistic regression analyses in the
testing of the diathesis-stress model of partner abuse has already been
discussed. In summary, the use of this approach provided the opportunity
to test the diathesis-stress model of partner abuse by investigating the
relative effects of underlying and situational factors on current partner abuse.
Through this
statistical approach, the additive effects of the independent measures as
well as the overall fit of the models tested were
assessed.
Several preparatory measures were undertaken prior to conducting
the logistic regressions. First, the dependent measure, "current
perpetrated partner abuse" which assesses the number of times a
respondent perpetrated partner abuse during the past year was collapsed into
two levels, "abuse" (1) and "no abuse" (2). Second, the dummy codings previously applied to the demographic
variables (i.e., race, religion, employment status) were likewise applied to
these analyses. The transformations previously conducted on the variable
"education status" were also utilized in these logistic regression analyses.
Finally, the variables included in these
analyses were inspected for missing data. Two cases in the male data
and eleven cases in the female data were deleted where systematic missing
data were found across a number of variables. Where missing
data were found on one or two variables only, variables means were
substituted when appropriate.
Analyses were first conducted on the main effects of the diathesis-stress
model of partner abuse for both males and females.
The diathesis measures included demographic variables (Wave
1),
personality measures (Wave 1), past perpetrated partner abuse (prevalence of
perpetrated partner abuse reported in Wave 1),
violence in the family of origin (Wave 2) and the alcohol dependence
index (Wave 1). The stress measures included the life events stress
scale (Wave 2) and current alcohol consumption (Wave 2). Two
separate interaction models were also tested. One assessed the
diathesis by life stress events effects, and the other assessed the
diathesis by alcohol consumption effects.
Tables 29 and 30 provide the results of the logistic regressions
conducted on the variables included in the diathesis-stress models
for males and females, respectively. The results are organized as
follows. The parameter estimates for the main effects
diathesis-stress model of partner abuse are presented in Column 1.
The parameter estimates for the interaction models are
presented in Column 2 (life stress events interactions) and in Column 3 (alcohol
interactions). Only variables found to be significant in the main
effects models were included in the interaction terms. The last column presents the antilogs for the main effects listed in
Column 1
(i.e., relative odds ratios).
Male data
The results of the logistic analyses conducted on the
male data are presented in Table 29. The coefficients in Column 1
indicate that of the 19 diathesis and stress variables tested, the
following five had statistically significant effects on the log odds
of currently perpetrated partner abuse by males: age, Catholic, past
perpetrated partner abuse, observing father hitting mother, and
stress. The parameter estimates indicated that males who are young
in age, non-Catholic, have perpetrated past partner abuse, have observed
their fathers hitting their mothers, and who experience high levels of stress
are more likely to perpetrate current partner abuse than those not identified by
these factors. The global test for the
significance of the diathesis-stress main effects model was L2=69.056
with 19 d.f., indicating that it is highly significant (p
< .0001).
The interaction models in Columns 2 and 3 addressed the question, "does
stress and alcohol consumption have an effect on the
perpetration of current partner abuse independent of other
significant main effects?". Put another way, "is the influence of
stress and alcohol consumption dependent upon the effects of other
independent measures included in the interaction terms?" Of interest
as well, was determining whether either of the interaction models
added to the explanatory power of the main effects model. This
determination was made by contrasting the log likelihood ratios of
the main effects and interaction effects models. The information
needed to assess the overall salience of these models is reported in the
last row of Table 29. The global tests of significance conducted
on the stress (L2=90.543, d.f. 23) and alcohol interaction
models
(L2=73.160, d.f. 23) indicated that both were highly
significant (p <
.0001).
The first contrast involved a comparison of the log likelihood
ratios for the diathesis-stress main effects with the log likelihood
ratios for the stress interaction model (Columns 1 and 2). The second
contrast compared the log likelihood ratios for the diathesis-stress main
effects and alcohol consumption interaction
model (Columns 1 and 3).
The nested comparison of the log likelihood ratio revealed that the
terms included in stress interaction model improved upon the explanatory
power of the main effects model. The coefficients for
the interaction terms as well as log likelihood ratio also suggest that
there is a significant interaction between stress and underlying
vulnerabilities as related to age and past perpetrated partner abuse in the
prediction of current perpetrated partner abuse by males
(X2=21.49, d.f.=4, p <.001). According to the
results, the effect of
stress on the perpetration of current partner abuse is dependent upon
whether male respondents were young and experienced episodes of past
perpetrated partner abuse.
With respect to age, males who experience high levels of stress
and who are under the age of 49 years are more likely to perpetrate current
partner abuse than males who are older or have low levels of
stress. The effects of past perpetrated partner abuse and stress on
the perpetration of current partner abuse are such that males who
experience high levels of stress and who have perpetrated partner abuse in
the past are more vulnerable to current perpetrated partner
abuse than those who do not have a history of past partner abuse
under low or high stress conditions (See Figures 3 and 4).
Figure 3
[Will be shown here
when graphics file becomes available. --WHS]
Figure 4
[Will be shown here
when graphics file becomes available. --WHS]
The log likelihood ratio derived from a comparison of the
coefficients in diathesis-stress main effects model with the alcohol
interaction model indicate little improvement by this interaction
model over the main effects model (X2=5.94, d.f.=4,
n.s.). No significant interactions emerged from this analysis. This together
with the inverse main effect for alcohol, suggests that the
consumption of alcohol has little influence on the perpetration of
current partner abuse on its own, or in combination with other variables.
The comparisons conducted demonstrate that the life stress events
interaction model provides the best explanation of current perpetrated
partner abuse by males. Based on this model, life stress events' influence
on current perpetrated partner abuse by males is demonstrated as a significant
main effect as well as significant interaction effects. When the main
effect and interaction effects of
stress are compared, the former is associated with a high score on
the stress measure, whereas the latter is associated with the
opposite.
The antilogs show the net multiplicative
effects of each
independent variable on the odds of perpetrating partner abuse.
According to an examination of the antilogs emerging from the
logistic regression analyses conducted on the male data (based on
significant predictors from the main effects model), the following estimates
emerged:
males who observed their fathers hitting their mothers have
odds of perpetrating current partner abuse that are 4.569 times the odds of those who did not, other factors held constant,
being Catholic decreases the odds of males perpetrating
current partner abuse by a factor of .030, other factors held constant,
for each increase in the Wave 1 CTS score (i.e., measuring
past perpetrated partner abuse), the odds of males perpetrating current partner abuse is increased by a factor of 1.783, other factors held
constant,
for each increase in the stress scale score, the odds of males perpetrating current partner abuse is increased by a factor of 1.696, other
factors held constant,
for each additional year of age, the odds of males
perpetrating current partner abuse is decreased by a factor of .906, other factors held constant.
Table 28. Coefficients representing the main effects
of diathesis and stress measures and their interactions on the log odds of
perpetrating current partner abuse among males based on Wave 1 and Wave 2 data
|
|
Parameter Estimates for Main Effects |
Parameter Estimates for Interaction Models |
Antilogs for Main Effects in Column 1 |
|
|
(1) |
(2) |
(3) |
(4) |
Diathesis Measures: |
|
Age |
-0.061 |
* |
-0.180 |
** |
.906 |
|
|
(.031) |
|
(.061) |
|
|
Catholic |
-2.493 |
** |
-2.595 |
|
.030 |
|
|
(.970) |
|
(1.116) |
* |
|
Protestant |
|
|
-2.111 |
* |
|
|
|
|
(.950) |
|
|
Past Perpetrated Partner Abuse |
0.578 |
*** |
|
0.458 |
|
1.783 |
(.142) |
|
|
(.176) |
** |
|
|
|
Father hit Mother |
1.519 |
* |
4.569 |
(.729) |
|
|
Stress Measures: |
|
Stress |
0.528 |
** |
-4.686 |
** |
0.510 |
** |
1.696 |
|
|
(.187) |
|
(1.489) |
|
(.200) |
|
|
|
Alcohol Consumption |
|
-8.277 |
* |
|
|
(4.037) |
|
|
|
Diathesis x Stress: |
|
Past Perpetrated Partner Abuse X Stress |
|
0.432 |
** |
|
(.158) |
|
|
|
Age X Stress |
|
0.069 |
** |
|
|
|
(.026) |
|
|
Diathesis x Alcohol: |
|
No significant interactions |
|
|
|
Constant -2*log likelihood |
-0.217 |
|
9.514 |
|
0.593 |
|
|
112.528 |
|
91.040 |
|
106.589 |
|
|
Note: Only predictors reaching a .05 level of significance
or less are presented in this table.
Standard errors are reported under
parameter estimates in parentheses.
* p < .05, ** p < .01, *** p < .001
(1) significant main effects for diathesis and
stress variables
(2) stress interactions
(3) alcohol interactions
(4) odds ratios for significant main effects
Female data
Logistic regression analyses conducted on the female data
followed the same approach as described for the male data. The
coefficients
in Column 1 indicate that of the 20 independent variables tested, the
following four had statistically significant effects on the log odds of current partner abuse perpetrated by females: EPQP scores,
Neuroticism Index scores, observing one's mother hit one's father and parents'
mutual violence. The parameter estimates show that females who had high scores on the EPQP and the Neuroticism Index,
who
observed their mothers hitting their fathers and who did not observe their
parents' mutual abuse were more likely to perpetrate current partner abuse than
those who are not identified by these factors.
The global test for the significance of the diathesis-stress
main
effects model was L2=56.240 with 20 d.f. indicating that it
is highly
significant (p < .0001).
As before, Columns 2 and 3 respectively report the parameter estimates of
the stress and alcohol interaction models and assess whether each has an effect
on current perpetrated partner abuse independent of other main effects. As
was done for the male data, the log likelihood ratios derived from the last row
of Table 30 were used to assess the significance of each interaction model.
The contrasts conducted on the female data also followed the approach carried
out on the male data. The global tests for significance for the stress (L2=60.613, d.f. 23) and alcohol interaction
models (L2=75.611, d.f. 23) were both highly significant (p <
.0001).
The nested comparison of the log likelihood ratio revealed that the terms
included in stress interaction model did not improve upon the explanatory power of the main effects model (X2=4.756, d.f.
3, n.s).
Furthermore, no significant predictors emerged from the
stress interaction model. These analyses did not support stress' influence
on current partner abuse perpetrated by females either as a main effect, or as
an interaction effect, where its effect would be dependent upon the influence of
other variables.
The log likelihood ratio derived from a comparison of the coefficients in
diathesis-stress main effects model with the alcohol interaction model indicate
that the terms included in the interaction model improved upon the explanatory
power of the main effects model (X2=19.76, d.f. 3, p < .001). The coefficients for
the interaction terms suggest that there is a significant interaction between
alcohol consumption and underlying vulnerabilities with respect to
past perpetrated partner abuse, neuroticism index scores and
observing mother hitting father in the prediction of current
perpetrated partner abuse by females. According to the results, the
effect of alcohol consumption on the perpetration of current partner
abuse is dependent upon whether female respondents had a history of
past partner abuse, had high scores on the neuroticism index, and
observed their mothers hitting their fathers.
The interaction of alcohol consumption and these variables in predicting current perpetrated partner abuse by females have
revealed some interesting associations. Whereas the neuroticism
by alcohol interaction demonstrated that the highest rates of current perpetrated partner abuse among females were found among
those who consumed high levels of alcohol and who had high scores on
the neuroticism index, the interactions involving past
perpetrated partner abuse and observing mother hitting father presented
somewhat different relationships. Where females had neither
perpetrated partner abuse in the past nor observed their mothers hitting
their fathers, rates of current perpetrated partner abuse were very
low regardless of the amount of alcohol consumed. However,
when there was a history of past perpetrated partner abuse or exposure
to mother's violence, the highest rates of current perpetrated
partner abuse were found among abstainers as well as high alcohol
consumers (See Figures 5, 6, and 7).
|