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Participation and Democracy: Dynamics, Causes ... - Jacobs University

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8.3 The Multilevel Model: What Determines Elite-Challenging Activities?<br />

As stated in the previous chapter, a multilevel analysis allows to examine independent<br />

effects of individual- und societal-level predictors on a dependent variable (measured on<br />

the lowest possible level), <strong>and</strong> at the same time modeling interaction effects between<br />

level-1 (individual level) <strong>and</strong> level-2 (societal level) factors to explain why people<br />

participate in elite-challenging activities. Again, due to the dichotomous character of the<br />

dependent variable, a hierarchical nonlinear regression model is used. 68<br />

As a first step, a baseline model is calculated, taking into account only the individuallevel<br />

variables (Model 1). There are two types of predictors. For one, motivation is<br />

operationalized with (1) life satisfaction, (2) left-right self positioning (inversely<br />

measured), (3) political interest, <strong>and</strong> (4) self expression values. Postmaterialism is part of<br />

the self expression measure <strong>and</strong> not considered separately: As the correlations in<br />

Appendix A8-2 showed, self expression values are the stronger predictor for participation<br />

in elite-challenging activities. Resources are measured by (5) gender, (6) age, (7)<br />

education <strong>and</strong> (8) income. Status inconsistency is not considered here, as it did not show<br />

any significant effect in the resource model.<br />

It is assumed that group differences can be observed (see Appendix A8-1 <strong>and</strong> A8-2),<br />

meaning that the individual-level variables have different effects across societies. The<br />

first model looks like this:<br />

Model 1:<br />

Prob (Yij) = (1/ β j ) = P<br />

η ij = log [P/(1-P)] = β 0j + β 1j (life satisfaction) ij + β 2j (left-right self positioning) ij +<br />

β 3j (political interest) ij + β 4j (self expression values) ij + β 5j (gender) ij + β 6j (age) ij +<br />

β 7j (education) ij + β 8j (income) ij + r ij.<br />

η ij is the dependent variable (participation in elite-challenging activities) for a level-1 unit<br />

(individual i), nested in a level-2 unit (society j), or more precisely: the logit of the odds<br />

68 For a more detailed outline of the model assumptions, please see chapter 6.<br />

155

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