O principal objetivo do projeto NEWEFIN é o de desenvolver uma análise comparativa do modo como os desafios colocados à legislação laboral e ao sistemas de segurança social, gerados pelas tendências de flexibilização do mercado de trabalho e de crescimento de novas formas de emprego, são tratados ao nível de respostas políticas inovadoras e do diálogo social.
O projeto NEWEFIN tem como objetivos desenvolver uma análise comparativa sobre os desafios à legislação laboral e aos sistemas de proteção social, tendo em conta as tendências atuais de flexibilização do mercado de trabalho e o aumento de formas de emprego atípicas/novas; analisar o modo como esses desafios são abordados por meio de respostas políticas inovadoras e do diálogo social; e analisar também os riscos que as formas de emprego atípicas/novas envolvem para as estruturas tradicionais de relações laborais.
A equipa de investigação examinará o desenvolvimento destas novas formas de trabalho a nível dos Estados-Membros – em particular, na Alemanha, Espanha, Holanda, Irlanda, Portugal, Bélgica, Polónia, Hungria e França – considerando:
(i) o impacto desta tendência nos níveis de proteção laboral/social dos trabalhadores e das trabalhadoras;
(ii) os riscos para a sustentabilidade e a acessibilidade do sistema de segurança social;
(iii) as consequências para as relações laborais e o diálogo social em geral. O estudo investigará igualmente o papel e as iniciativas dos parceiros sociais a nível da UE e a nível nacional nas reformas dos sistemas de negociação coletiva, de modo a adaptá-los às novas formas de emprego.
Página do Projeto
Relatório Final
Vídeo com a apresentação das principais conclusões de Portugal
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)