As divisaµes políticas são mais profundas do que em qualquer momento nos últimos 50 anos, de acordo com um novo estudo conduzido pela Universidade de St Andrews.
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)
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As divisaµes políticas são mais profundas do que em qualquer momento nos últimos 50 anos, de acordo com um novo estudo conduzido pela Universidade de St Andrews.
Movimentos populistas, como o movimento Brexit no Reino Unido e a campanha Trump apoiada por cidada£os comuns, que rompem as normas estabelecidas e agem contra as instituições democra¡ticas, com o tempo tornam - se associados a identidade polatica, levando a um maior antagonismo entre partidos polaticos opostos , concluiu a pesquisa.
O artigo, publicado na PNAS , descobriu que as questões sociais subjacentes a esses movimentos, como o racismo nos Estados Unidos, podem ser enfrentadas reduzindo a desigualdade social combinada com uma frente unida nas mensagens de todos os movimentos polaticos para remover essas divisaµes cada vez mais profundas.
O Dr. Alexander Stewart, da Escola de Matema¡tica e Estatastica da Universidade de St Andrews, que liderou o estudo, disse: "Sabemos que as pessoas estãose tornando politicamente mais polarizadas com o tempo, por exemplo nos Estados Unidos, mas não sei exatamente por que a identidade polatica estãose tornando tão importante.
“Tentamos entender isso desenvolvendo um modelo tea³rico dos jogos para a evolução cultural da identidade partida¡ria e comparando-o com os dados.
“Descobrimos que, se houver animosidade ou conflito entre outros tipos de grupo de identidade, como grupos raciais diferentes, as pessoas tendera£o a mudar suas identidades políticas com o tempo para se equiparar a sua identidade racial, levando a polarização polatica.
“Isso acontece porque reduz o conflito dentro de uma das partes. Fatores como a desigualdade, que levam a uma maior animosidade entre os grupos de identidade, podem desencadear esse processoâ€.
A pesquisa - uma colaboração interdisciplinar entre as Universidades de St Andrews, Princeton e Pensilva¢nia - usou modelos matema¡ticos e computacionais para estudar como as atitudes e identidades políticas mudaram ao longo do tempo em resposta a crescente desigualdade.
As descobertas podem ser extrapoladas para fornecer uma visão sobre a ascensão de vários partidos polaticos populistas ou movimentos que se representam como "contra" a elite, como Trump nos EUA, Modi na andia, Le Pen na Frana§a, Bolsonaro no Brasil e o movimento Brexit no Reino Unido.
O Dr. Stewart acrescentou: "Descobrimos nos Estados Unidos, por exemplo, que a polarização racial expressa pelos eleitores diminuiu enquanto a polarização polatica entre republicanos e democratas aumentou e os partidos polaticos se tornaram cada vez mais classificados segundo as linhas raciais. Isso sugere que o antagonismo entre grupos raciais mudou para se tornar associado a identidades políticas ao longo do tempo. "
Quando a equipe examinou se a redução da desigualdade por meio da redistribuição de riqueza poderia reduzir a polarização, eles concluaram que isso poderia definir o cena¡rio para ações que poderiam reduzir a polarização, mas não seriam suficientes para inverter a polarização por conta própria.
Dr. Stewart disse: "Para reverter a polarização, vocêdeve primeiro remover as condições que ajudaram a cria¡-la (ou seja, reduzir a desigualdade) e, em seguida, envolver-se em 'esforços coordenados' para mudar atitudes, por exemplo, sinalizando por elites políticas na forma de cooperação bipartida¡ria ou aprimorada reta³rica sobre o 'outro lado'. "