Dados Bibliográficos

AUTOR(ES) Y. Shavit , Hanna Ayalon
AFILIAÇÃO(ÕES) Yossi Shavit, Ph.D., is Chair of the Department of Sociology and Anthropology, Tel Aviv University. His main fields of interest are sociology of education and social stratification. With a large team of international scholars, he is engaged in a comparative study on the expansion, differentiation, and stratification of higher education in 15 countries., Hanna Ayalon, Ph.D., is Associate Professor, Department of Sociology and Anthropology, Tel Aviv University. Her main field of interest is sociology of education. She is currently working on a book about curriculum differentiation and inequality in Israel and is studying the effects of high school characteristics on students' secondary and postsecondary education.
ANO 2004
TIPO Artigo
PERIÓDICO Sociology of Education
ISSN 0038-0407
E-ISSN 1939-8573
EDITORA Annual Reviews (United States)
DOI 10.1177/003804070407700201
CITAÇÕES 21
ADICIONADO EM 2025-08-18
MD5 4dd70f5591d4961f3cfa5fd301f163ba

Resumo

Israeli secondary school students sit for national matriculation examinations that result in their receiving either a plain or a university-qualifying diploma. During the 1990s, the Ministry of Education implemented policies that were designed to raise eligibility rates for the diploma. This article evaluates the consequences of these policies for gender, ethnic, and socioeconomic inequalities in the odds of obtaining the two forms of the diploma. The results show that the reforms reduced socioeconomic inequalities in the odds of obtaining the plain diploma but increased inequalities in the odds of obtaining the university-qualifying diploma. Overall, the results refute the prediction of Raftery and Hout's (1993) hypothesis of maximally maintained inequality that inequalities are maintained as long as privileged groups have not reached saturation vis-à-vis an educational level. Rather, they are consistent with Lucas's (2001) claim that the differentiation of a given educational credential can substitute qualitative inequalities for quantitative ones.

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