Tweets suecos sobre imigração revelam novos insights sobre a dina¢mica da polarização
A equipe de pesquisa aplicou ferramentas analaticas conhecidas como análise de rede e processamento de linguagem natural a quase 1.200.000 tweets para explorar a dina¢mica das interaçaµes entre usuários ativos na rede e quantificar...
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)
Pessoas envolvidas em seus telefones. Crédito: Cottonbro, Pexels, CC0 (creativecommons.org/publicdomain/zero/1.0/)
Uma análise computacional de mais de 1 milha£o de tweets de falantes de sueco encontrou poucas evidaªncias de polarização significativa dentro dessa rede sobre o tema da imigração osmesmo após a crise de refugiados na Suanãcia em 2015. Elizaveta Kopacheva e Victoria Yantseva, da Linnaeus University, Suanãcia, apresentam essas descobertas na revista de acesso aberto PLOS ONE em 9 de fevereiro de 2022.
As plataformas de madia social podem permitir o ativismo de base e expor as pessoas a novas ideias, mas também podem criar ca¢maras de eco e causar polarização de grupo . No entanto, a maioria das pesquisas sobre a polarização causada pelas madias sociais se concentrou no apoio a partidos polaticos ou na filiação, negligenciando uma seleção mais ampla de questões sociais, como a imigração.
Para ampliar a compreensão, Kopacheva e Yantseva estudaram uma rede de falantes de sueco que discutiram imigração no Twitter de 2012 a 2019. A equipe de pesquisa aplicou ferramentas analaticas conhecidas como análise de rede e processamento de linguagem natural a quase 1.200.000 tweets para explorar a dina¢mica das interações entre usuários ativos na rede e quantificar a polarização em seus sentimentos em relação a imigração.
Essa análise revelou o desenvolvimento de diferentes comunidades de discussão dentro da rede ao longo do tempo. No entanto, apesar de a imigração ser considerada um tema polaªmico, os pesquisadores não encontraram evidaªncias significativas de polarização entre usuários da rede e comunidades.
Além disso, a dina¢mica de polarização não mudou significativamente após a crise de refugiados de 2015, quando um número sem precedentes de requerentes de asilo chegou a Suanãcia e o governo lutou para acomoda¡-los adequadamente. No entanto, os pesquisadores notaram uma mudança de sentimento após a crise de 2015, com os tweets dos usuários se tornando mais negativos em tom e uma proporção decrescente de tweets com um tom neutro.
Os autores discutem os mecanismos potenciais que podem fundamentar suas descobertas e descrevem os pra³ximos passos possaveis. Por exemplo, pesquisas futuras poderiam incorporar mais informações sobre o comportamento dos usuários do Twitter e considerar usuários menos ativos, ou poderia examinar o impacto potencial da expansão do Twitter em 2017 do comprimento ma¡ximo permitido de cada tweet .
No geral, dizem os pesquisadores, suas descobertas podem ajudar a esclarecer o papel potencial que as madias sociais podem desempenhar na redução da radicalização e do populismo de direita.
Os autores acrescentam: "Nãodetectamosmudanças permanentes nos naveis de polarização que possam ser atribuadas diretamente a crise, que se aplica tanto aonívelda rede quanto da comunidade. Ainda assim, vimos uma mudança moderada, mas duradoura, para uma tonalidade mais negativa das mensagens dos usuários após a crise e uma queda na participação de tweets neutros."