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)
Como avaliar a eficácia e prever as possaveis consequaªncias de uma determinada polatica pública para o bem-estar social? Esse éum dos principais objetivos do Centro de Estudos da Metra³pole (CEM) da Universidade de Sa£o Paulo (USP), liderado nos últimos dez anos pela cientista social Marta Arretche, professora titular do Departamento de Ciência Polatica da USP e próxima convidada da sanãrie Vocaª e o Pesquisador, que voltara¡ ao ar nesta quarta-feira, 12 de agosto, com transmissão ao vivo pelo Canal USP do YouTube, das 11h a s 12h, neste link: Vocaª e o Pesquisador: Marta Arretche
O CEM éum a³timo exemplo de como as ciências humanas e sociais possuem aplicações prática s essenciais para a elaboração, implementação e avaliação de políticas públicas de qualidade. Em 20 anos de existaªncia, o centro já produziu uma sanãrie de publicações, plataformas e aplicativos digitais voltados a essa finalidade, em áreas como educação, saúde, habitação e segurança. Por exemplo, um aplicativo que traz informações detalhadas e atualizadas sobre todas as escolas, públicas e privadas, da Regia£o Metropolitana de Sa£o Paulo; e um mapeamento da precariedade habitacional das grandes cidades paulistanas, usado para compor o Plano Estadual de Habitação. Conhea§a outros produtos do centro neste link.
“As pessoas imaginam que para gerar um produto como esse vocêprecisa ter conhecimento de computação. Isso também; mas o que vocêmais precisa, na verdade, éconhecimento sobre políticas públicas, sobre como elas funcionam, quais são os indicadores relevantes que precisam ser medidos e avaliados. Nãose pode avaliar uma polatica pública por uma única dimensãoâ€, explica Marta, que deixou a direção do CEM no maªs passado, após uma década a frente do centro. “Fizemos muitas pesquisas sobre políticas de educação e saúde, e muito treinamento na área de tratamento estatastico de dados.â€
Ela faz uma analogia com a área de nutrição: “Nãoadianta fazer um aplicativo para orientar as pessoas a se alimentarem melhor se vocênão entende de nutriçãoâ€, compara a professora.Â
Marta destaca também o papel essencial das ciências sociais no enfrentamento do novo coronavarus, permitindo projetar os impactos socioecona´micos da pandemia, modelar a disseminação do varus em diferentes paisagens urbanas e elaborar estratanãgias mais eficientes para conter essa disseminação entre diferentes estratos da população. “As ciências sociais deram um show na pandemiaâ€, diz. “O projeto do Auxalio Emergencial foi feito com forte input das ciências sociais; e o Congresso respondeu rapidamente porque foi rapidamente informado pelas ciências sociais.â€
A sanãrie Vocaª e o Pesquisador éuma iniciativa da Pra³-Reitoria de Pesquisa da USP, vinculada a exposição virtual Vocaª e a USP osA Universidade de Sa£o Paulo sempre presente na sua vida, que busca, justamente, mostrar a contribuição e o impacto das pesquisas cientaficas produzidas pela USP para a sociedade brasileira ao longo dos anos.
Criado em 2000, o CEM éum dos Centros de Pesquisa, Inovação e Difusão (Cepids) da Fundação de Amparo a Pesquisa do Estado de Sa£o Paulo (Fapesp), sediado na USP e no Centro Brasileiro de Ana¡lise e Planejamento (Cebrap), com uma equipe multidisciplinar de pesquisadores, oriundos de diversas instituições, incluindo dema³grafos, cientistas polaticos, socia³logos, gea³grafos, economistas e antropa³logos.