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Gay Rights in the States: Public Opinion and Policy Responsiveness

Published online by Cambridge University Press:  01 August 2009

JEFFREY R. LAX*
Affiliation:
Columbia University
JUSTIN H. PHILLIPS*
Affiliation:
Columbia University
*
Jeffrey R. Lax is Assistant Professor, Department of Political Science, Columbia University, 7th Floor, International Affairs Bldg., 420 W. 118th Street, New York, NY 10027 (JRL2124@columbia.edu).
Justin H. Phillips is Assistant Professor, Department of Political Science, Columbia University, 7th Floor, International Affairs Bldg., 420 W. 118th Street, New York, NY 10027 (JHP2121@columbia.edu).
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Abstract

We study the effects of policy-specific public opinion on state adoption of policies affecting gays and lesbians, and the factors that condition this relationship. Using national surveys and advances in opinion estimation, we create new estimates of state-level support for eight policies, including civil unions and nondiscrimination laws. We differentiate between responsiveness to opinion and congruence with opinion majorities. We find a high degree of responsiveness, controlling for interest group pressure and the ideology of voters and elected officials. Policy salience strongly increases the influence of policy-specific opinion (directly and relative to general voter ideology). There is, however, a surprising amount of noncongruence—for some policies, even clear supermajority support seems insufficient for adoption. When noncongruent, policy tends to be more conservative than desired by voters; that is, there is little progay policy bias. We find little to no evidence that state political institutions affect policy responsiveness or congruence.

Information

Type
Research Article
Copyright
Copyright © American Political Science Association 2009
Figure 0

TABLE 1.Opinion Estimates and Summary Statistics

Figure 1

FIGURE 1.Logistic Regression Plots

Notes: Each graph plots the probability of policy adoption derived from the logistic regression curve given state opinion. The opinion level in states with the policy in question are plotted (in a “rug”) on the top axis and those without on the bottom. Finally, ten randomly sampled logistic regression curves are sketched to show the underlying uncertainty of the estimated coefficients. In each panel, dotted lines show the 50% marks in opinion support and policy probability. Policies are ordered by leftward/rightward shift from the 50% cross-hair. The last panel shows average opinion against the policy index, along with a “loess” curve.
Figure 2

TABLE 2.Policy Responsiveness (Individual Policies and Policy Index)

Figure 3

TABLE 3.Policy Responsiveness and Congruence (All Policies)

Figure 4

FIGURE 2.Predicted Probability of Policy Adoption Given Policy-Specific Opinion

Notes: Each graph plots the predicted probability of policy adoption derived from Table 3, Model R1. The default value of each continuous variable is its mean. “Low” values are one standard deviation below this; “high” values are one standard deviation above. Each dichotomous variable is set to zero. The nonshaded regions depict the range of public opinion between low opinion and high opinion—that is, the range where most observations fall.
Figure 5

FIGURE 3.Predicted Probability of Policy Congruence Given Policy-Specific Opinion

Notes: Each graph plots the predicted probability of policy congruence derived from Table 3, Model C1. The default value of each continuous variable is its mean. “Low” values are one standard deviation below this; “high” values are one standard deviation above. Each dichotomous variable is set to zero. The nonshaded regions depict the range of public opinion between low opinion and high opinion—that is, the range where most observations fall.
Figure 6

FIGURE 4.Plots of Raw Percentages vs. MRP Estimates by State

Notes: For each policy, we show the raw percentage supporting the progay policy by state on the y-axis and the MRP estimate plotted on the x-axis. The top 10 states by population have larger dots. The solid line shows the linear regression line for the 10 largest states, the dashed line for the 25 largest, and the dotted line for all states. Particularly for the larger states, these plots suggests that the fit of raw percentages to MRP estimates is high, with the former noiser than the latter, particularly for smaller states. For smaller states, the statistical model does more work. Slightly higher/lower MRP estimates (a rightward/leftward shift) reflect more recent trends in opinion, based on dynamics accounted for in our opinion estimation models.
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