abstract: 'The paper argues that we need more general statistical indices for the analysis of the European labour markets. First, the paper discusses some normative aspects that are implicit in the current definition of the employment rate, which is a fundamental policy target in the new strategy Europe 2020. Second, it proposes a class of generalized indices based on work intensity, as approximated by the total annual hours of work relative to a benchmark value. Third, it derives, in a consistent framework, household level employment indices. These indices provide a more nuanced picture of the European labour markets, which better reflects the diversity in the use of part-time and fixed term jobs as well as other factors affecting the allocation of work between and within households.' affiliation: 'Viviano, E (Corresponding Author), Bank Italy, Directorate Gen Econ Stat \& Res, Via Nazl 91, I-00184 Rome, Italy. Brandolini, Andrea; Viviano, Eliana, Bank Italy, Rome, Italy.' author: Brandolini, Andrea and Viviano, Eliana author-email: eliana.viviano@bancaditalia.it author_list: - family: Brandolini given: Andrea - family: Viviano given: Eliana da: '2023-09-28' doi: 10.1111/rssa.12134 eissn: 1467-985X files: [] issn: 0964-1998 journal: JOURNAL OF THE ROYAL STATISTICAL SOCIETY SERIES A-STATISTICS IN SOCIETY keywords: Employment rate; Inequality; Jobless household rate; Work intensity keywords-plus: 'SOCIAL INVESTMENT STATE; UNEQUAL INEQUALITIES; POVERTY; UNEMPLOYMENT; EUROPE; INCOME; WORK' language: English month: JUN number: '3' number-of-cited-references: '35' orcid-numbers: Brandolini, Andrea/0000-0002-2853-8721 pages: 657-681 papis_id: d0219e370dd5f5276789a20b7997637d ref: Brandolini2016headcount researcherid-numbers: Brandolini, Andrea/G-9772-2016 times-cited: '8' title: Behind and beyond the (head count) employment rate type: article unique-id: WOS:000376152200003 usage-count-last-180-days: '1' usage-count-since-2013: '4' volume: '179' web-of-science-categories: Social Sciences, Mathematical Methods; Statistics \& Probability year: '2016'