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Adolescence is a crucial life course phase for identity formation, and youths’ gender ideologies significantly predict gendered behaviours and longer-term transitions. With Western post-industrial societies becoming more culturally diverse, the present study provides novel cross-nationally comparative evidence on gender socialisation processes among native and immigrant youth in Sweden, Germany, England, and the Netherlands, which vary in gender and migration policies and cultures. In addition to parents’ gender ideologies, the study also considers classmates’ gender ideologies as factors shaping 14-year-old adolescents’ gender ideologies. The analysis draws on 5917 adolescent-parent dyads from the Children of Immigrants Longitudinal Study which we link with country-level gender empowerment measures from the United Nations. Remarkably, with the exception of native female adolescents in England and Germany, parents tend to report slightly more egalitarian beliefs than adolescents across the four countries. OLS regressions show that parents’ and classmates’ gender ideologies correlate significantly with adolescents’ ideologies, with little variation across gender and immigrant groups in all four countries. From a policy and practical point of view, the great similarity in the intergenerational transmission of gender beliefs across diverse family backgrounds as well as cultural and policy contexts seem remarkable.
相似文献In this paper we introduce a class of inquisitive Heyting algebras as algebraic structures that are isomorphic to algebras of finite antichains of bounded implicative meet semilattices. It is argued that these structures are suitable for algebraic semantics of inquisitive superintuitionistic logics, i.e. logics of questions based on intuitionistic logic and its extensions. We explain how questions are represented in these structures (prime elements represent declarative propositions, non-prime elements represent questions, join is a question-forming operation) and provide several alternative characterizations of these algebras. For instance, it is shown that a Heyting algebra is inquisitive if and only if its prime filters and filters generated by sets of prime elements coincide and prime elements are closed under relative pseudocomplement. We prove that the weakest inquisitive superintuitionistic logic is sound with respect to a Heyting algebra iff the algebra is what we call a homomorphic p-image of some inquisitive Heyting algebra. It is also shown that a logic is inquisitive iff its Lindenbaum–Tarski algebra is an inquisitive Heyting algebra.
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