Pessoas sem saber se agrupam online, alimentando a polarização polatica nos Estados Unidos
Conforme as pessoas fazem a curadoria de seus feeds de notacias online, elas podem se classificar contra a vontade em redes polarizadas, de acordo com um estudo conduzido por pesquisadores da Universidade de Princeton.
![](data:image/jpeg;base64,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)
Amedida que as pessoas fazem a curadoria de seus feeds de notacias online, elas podem se classificar contra a vontade em redes polarizadas. Crédito: Egan Jimenez, Princeton University
Conforme as pessoas fazem a curadoria de seus feeds de notacias online, elas podem se classificar contra a vontade em redes polarizadas, de acordo com um estudo conduzido por pesquisadores da Universidade de Princeton.
A equipe desenvolveu um modelo de conta¡gios complexos normalmente usado para estudar como o comportamento se espalha em grupos, em vez de aplica¡-lo a como a reação a cobertura de notacias pode se espalhar e promover a polarização online. Eles então testaram seu modelo tea³rico usando dados do Twitter.
Eles descobriram que, quando as pessoas são menos reativas a s notacias, seu ambiente online permanece politicamente misto. No entanto, quando os usuários reagem constantemente e compartilham artigos de suas fontes de notacias preferidas, émais prova¡vel que promovam uma rede politicamente isolada, ou o que os pesquisadores chamam de "bolhas epistemicas".
Uma vez que os usuários estãonessas bolhas, eles realmente perdem mais artigos de notacias, incluindo aqueles de seus meios de comunicação preferidos. Os usuários parecem evitar o que consideram notacias "sem importa¢ncia" a s custas de perder notacias subjetivamente importantes, mostra a modelo.
Tudo isso pode estar impulsionando as taxas excepcionalmente altas de divisão polatica americana e desconfianção social, concluem os pesquisadores.
"Nosso estudo mostra que, mesmo sem algoritmos de madia social, a cobertura de veaculos de notacias polarizados estãomudando as conexões sociais dos usuários e empurrando-os sem saber para as chamadas 'ca¢maras de eco' políticas, onde estãorodeados por outras pessoas que compartilham a mesma identidade polatica e crena§as ", disse Christopher Tokita Ph.D. '21, que agora éum cientista de dados na startup de segurança cibernanãtica Phylum . "Se um usua¡rio opta por reagir ou ignorar certas postagens de notacias pode ajudar a determinar se sua rede social se tornara¡ ideologicamente homogaªnea ou se permanecera¡ mais diversa."
Trabalhando com Andy Guess, professor assistente de polatica e relações públicas na Escola de Assuntos Paºblicos e Internacionais de Princeton, e Corina Tarnita, professora de ecologia e biologia evolutiva do Departamento de Ecologia e Biologia Evolutiva de Princeton, Tokita estudou esses comportamentos construindo um relatório tea³rico modelo e testando suas previsaµes com dados de redes sociais reais no Twitter.
No centro de sua modelagem estava a ideia de "cascatas de informações", ou o processo de indivíduos observando e imitando as ações de outros para que ocorra uma ampla mudança online. Esse fena´meno não édiferente do comportamento coletivo visto em cardumes de peixes ou enxames de insetos.
Â
Eles investigam esse conceito mais a fundo, mostrando que o compartilhamento de notacias virais pode levar as pessoas a concluir que alguns dos "amigos" que eles seguem nas redes sociais estãodeturpando as notacias conforme relatadas por seus pra³prios meios de comunicação preferidos. Quando os usuários "deixam de seguir" conexões não confia¡veis ​​- curando assim suas próprias esferas sociais online - eles se classificam sem querer em redes polarizadas.
Eles então testaram o modelo com dados do Twitter, examinando 1.000 seguidores de cada um dos quatro veaculos de notacias: CBS News, US Today, Vox e o Washington Examiner. Para rastrear indacios de ideologia polatica emudanças nas redes sociais, eles usaram a rede completa de seguidores de usuários para registrar quem se seguia e deixava de seguir ao longo de um período de seis semanas no vera£o de 2020.
Suas percepções revelaram várias tendaªncias e comportamentos online que podem contribuir para a polarização polatica. Em primeiro lugar, o grupo de seguidores da CBS News e do US Today, dois veaculos de notacias tradicionais conhecidos por consistentes reportagens baseadas em fatos, era mais ideologicamente diverso do que o Vox e o Washington Examiner, que, de acordo com os pesquisadores, tendem a fornecer informações mais tendenciosas e objetivas. cobertura de notacias com base . Os seguidores do Vox e do Washington Examiner tendiam a perder diversidade polatica e ideola³gica entre suas próprias conexões online mais rapidamente do que os usuários que acompanhavam o CBS News e o US Today.
Embora as interações online não possam explicar inteiramente a mudança divisiva que ocorre na polatica americana, elas influenciaram substancialmente o comportamento e os relacionamentos humanos. Os resultados do estudo mostram que o conhecimento flagrante de ideologia polatica ou alinhamento não énecessa¡rio para que as redes sociais se tornem politicamente segregadas para os usuários.
“Nãoédifacil encontrar evidaªncias de discurso polarizado nas madias sociais, mas sabemos menos sobre os mecanismos de como as madias sociais podem separar as pessoas. Nossa contribuição émostrar que a polarização das redes sociais online surge naturalmente quando as pessoas fazem a curadoria de seus feeds. , isso pode ocorrer mesmo sem conhecer as identidades partida¡rias de outros usuários ", disse Guess.
A equipe de pesquisa defende uma investigação mais aprofundada sobre como essas tendaªncias podem contribuir para a disseminação e consumo de "notacias falsas" e desinformação, e como notacias imprecisas alimentam a divisão polatica entre o paºblico. Por exemplo, o estudo sugere que as pessoas que consomem e compartilham notacias falsas podem estar inadvertidamente se isolando de todas as outras pessoas que seguem as fontes convencionais. Isso deve ser explorado mais a fundo.
"Embora derivados de um modelo tea³rico simples de dina¢mica coletiva, nossos resultados demonstram o poder de uma abordagem interdisciplinar para o estudo da polarização polatica. Esperamos que eles possam inspirar exames futuros em padraµes e algoritmos específicos de redes sociais como contribuintes em potencial para polarização social ", disse Tarnita.
O artigo, "Ecossistemas de informação polarizada podem reorganizar redes sociais por meio de cascatas de informação", aparecera¡ nos Anais da Academia Nacional de Ciências em 6 de dezembro.