Estudo sugere que uma taxa de robô - mas apenas modesta - poderia ajudar a combater os efeitos da automação na desigualdade de renda nos EUA
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)
“Nossa descoberta sugere que os impostos sobre robôs ou produtos importados devem ser bem pequenos”, diz Arnaud Costinot, economista do MIT. “Embora os robôs tenham um efeito sobre a desigualdade de renda… eles ainda levam a impostos ótimos que são modestos.” Créditos:
E se os EUA colocassem um imposto sobre os robôs? O conceito foi discutido publicamente por analistas de políticas, acadêmicos e Bill Gates (que é a favor da noção). Como os robôs podem substituir empregos, diz a ideia, um imposto rígido sobre eles daria às empresas um incentivo para ajudar a reter trabalhadores, ao mesmo tempo em que compensava uma queda nos impostos sobre a folha de pagamento quando os robôs são usados. Até agora, a Coreia do Sul reduziu os incentivos para as empresas implantarem robôs; Os formuladores de políticas da União Europeia, por outro lado, consideraram um imposto sobre robôs, mas não o promulgaram.
Agora, um estudo de economistas do MIT examina as evidências existentes e sugere que a política ideal nessa situação incluiria de fato um imposto sobre robôs, mas apenas modesto. O mesmo se aplica aos impostos sobre o comércio exterior que também reduziriam os empregos nos EUA, segundo a pesquisa.
“Nossa descoberta sugere que os impostos sobre robôs ou bens importados devem ser bem pequenos”, diz Arnaud Costinot, economista do MIT e coautor de um artigo publicado detalhando as descobertas. “Embora os robôs tenham um efeito sobre a desigualdade de renda… eles ainda levam a impostos ótimos que são modestos.”
Especificamente, o estudo conclui que um imposto sobre robôs deve variar de 1 por cento a 3,7 por cento de seu valor, enquanto os impostos comerciais seriam de 0,03 por cento a 0,11 por cento, dados os atuais impostos de renda dos EUA.
“Chegamos a isso sem saber o que iria acontecer”, diz Iván Werning, economista do MIT e outro coautor do estudo. “Tínhamos todos os ingredientes potenciais para que isso fosse um grande imposto, para que, ao interromper a tecnologia ou o comércio, você tivesse menos desigualdade, mas … por enquanto, encontramos um imposto na faixa de um dígito e, para o comércio, ainda menor impostos”.
O artigo , “Robots, Trade, and Luddism: A Sufficient Statistic Approach to Optimal Technology Regulation,” aparece antecipadamente em formato online na The Review of Economic Studies . Costinot é professor de economia e chefe adjunto do Departamento de Economia do MIT; Werning é o professor de economia Robert M. Solow do departamento.
Uma estatística suficiente: Salários
Uma chave para o estudo é que os estudiosos não começaram com uma ideia a priori sobre se os impostos sobre robôs e comércio eram ou não merecidos. Em vez disso, eles aplicaram uma abordagem de “estatística suficiente”, examinando evidências empíricas sobre o assunto.
Por exemplo, um estudo do economista do MIT, Daron Acemoglu, e do economista da Universidade de Boston, Pascual Restrepo, descobriu que nos Estados Unidos, de 1990 a 2007, adicionar um robô para cada 1.000 trabalhadores reduziu a relação emprego-população em cerca de 0,2%; cada robô adicionado na fabricação substituiu cerca de 3,3 trabalhadores, enquanto o aumento de robôs no local de trabalho reduziu os salários em cerca de 0,4%.
Ao conduzir sua análise política, Costinot e Werning basearam-se nesse estudo empírico e em outros. Eles construíram um modelo para avaliar alguns cenários diferentes e incluíram alavancas como imposto de renda como outro meio de lidar com a desigualdade de renda.
“Temos essas outras ferramentas, embora não sejam perfeitas, para lidar com a desigualdade”, diz Werning. “Achamos incorreto discutir esses impostos sobre robôs e comércio como se fossem nossas únicas ferramentas de redistribuição.”
Ainda mais especificamente, os estudiosos usaram dados de distribuição salarial em todos os cinco quintis de renda nos EUA – os 20% superiores, os próximos 20% e assim por diante – para avaliar a necessidade de impostos sobre robôs e comércio. Onde os dados empíricos indicam que a tecnologia e o comércio mudaram essa distribuição salarial, a magnitude dessa mudança ajudou a produzir o robô e as estimativas de impostos comerciais que Costinot e Werning sugerem. Isso tem o benefício da simplicidade; os números gerais dos salários ajudam os economistas a evitar fazer um modelo com muitas suposições sobre, digamos, o papel exato que a automação pode desempenhar em um local de trabalho.
“Acho que onde estamos inovando metodologicamente, somos capazes de fazer essa conexão entre salários e impostos sem fazer suposições superparticulares sobre tecnologia e sobre o funcionamento da produção”, diz Werning. “Está tudo codificado nesse efeito distributivo. Estamos pedindo muito desse trabalho empírico. Mas não estamos fazendo suposições que não podemos testar sobre o resto da economia.”
Costinot acrescenta: “Se você estiver em paz com algumas suposições de alto nível sobre a maneira como os mercados operam, podemos dizer que os únicos objetos de interesse que orientam a política ótima para robôs ou produtos chineses devem ser essas respostas de salários em quantis do distribuição de renda, que, felizmente para nós, as pessoas tentaram estimar”.
Além dos robôs, uma abordagem para o clima e muito mais
Além de seus números fiscais finais, o estudo contém algumas conclusões adicionais sobre tecnologia e tendências de renda. Talvez contraintuitivamente, a pesquisa conclui que depois que muitos outros robôs são adicionados à economia, o impacto que cada robô adicional tem sobre os salários pode realmente diminuir. Em um ponto futuro, os impostos sobre robôs poderão ser reduzidos ainda mais.
“Você pode ter uma situação em que nos preocupamos profundamente com a redistribuição, temos mais robôs, temos mais comércio, mas os impostos estão caindo”, diz Costinot. Se a economia estiver relativamente saturada de robôs, ele acrescenta: “Esse robô marginal que você está obtendo na economia importa cada vez menos para a desigualdade”.
A abordagem do estudo também pode ser aplicada a assuntos além de automação e comércio. Há cada vez mais trabalhos empíricos sobre, por exemplo, o impacto das mudanças climáticas na desigualdade de renda, bem como estudos semelhantes sobre como a migração, a educação e outras coisas afetam os salários. Dados os dados empíricos crescentes nesses campos, o tipo de modelagem que Costinot e Werning realizam neste artigo pode ser aplicado para determinar, digamos, o nível certo para os impostos sobre o carbono, se o objetivo for sustentar uma distribuição de renda razoável.
“Existem muitos outros aplicativos”, diz Werning. “Existe uma lógica semelhante a essas questões, onde essa metodologia seria realizada.” Isso sugere vários outros caminhos futuros de pesquisa relacionados ao artigo atual.
Enquanto isso, para as pessoas que imaginaram um imposto exorbitante sobre os robôs, no entanto, elas estão “qualitativamente certas, mas quantitativamente erradas”, conclui.