A inclusão social de mulheres por colegas do sexo masculino em áreas STEM pode melhorar sua experiência no local de trabalho
Em um estudo de duas partes, os pesquisadores primeiro examinaram se os atos de exclusão social de gaªnero estãosistematicamente associados aos esterea³tipos de gaªnero implacitos dos homens.
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)
Crédito: PixabayÂ
As organizações que trabalham para melhorar significativamente a diversidade e inclusão em STEM podem estar perdendo uma consideração crucial, sugere uma nova pesquisa.
Em vez de as organizações se concentrarem apenas na contratação de mais mulheres ou no aumento da visibilidade das conquistas das mulheres no local de trabalho , uma nova pesquisa destaca a importa¢ncia de promover relações sociais positivas no local de trabalho . Especificamente, facilitar as amizades entre homens e mulheres pode melhorar a igualdade de gaªnero e a inclusão nos campos da ciência , tecnologia, engenharia e matemática.
Hilary Bergsieker, professora do Departamento de Psicologia de Waterloo e coautora do estudo, disse que descobriu que mesmo uma pequena inclusão social de mulheres por colegas do sexo masculino pode contribuir muito para reduzir as barreiras de gaªnero vividas pelas mulheres nessas áreas.
“Meramente trabalhar em uma equipe de gaªnero misto - ou mesmo se sentir respeitada como altamente competente pelos homens - não ésuficiente para proteger as mulheres dos custos psicola³gicos de experimentar a exclusão social de colegas de trabalho do sexo masculinoâ€, disse Bergsieker. "Quando mulheres e homens tem ampla oportunidade de interagir informalmente e criar amizades no local de trabalho, esses laa§os podem melhorar significativamente os sentimentos das mulheres de adequação e engajamento nos campos STEM."
Em um estudo de duas partes, os pesquisadores primeiro examinaram se os atos de exclusão social de gaªnero estãosistematicamente associados aos esterea³tipos de gaªnero implacitos dos homens. Eles então se voltaram para as experiências das mulheres, investigando se os resultados das mulheres no local de trabalho estãoassociados a exclusão social por colegas homens.Â
Usando uma amostra de 1.247 cientistas e engenheiros profissionais de nove organizações, os pesquisadores fizeram os participantes completarem uma pesquisa que mediu suas redes sociais, resultados no local de trabalho e esterea³tipos de gaªnero implacitos (usando uma tarefa de tempo de reação). Para obter informações sobre as estruturas das redes sociais, os participantes listaram atécinco companheiros de equipe e, em seguida, indicaram quem, incluindo eles pra³prios, procurava cada pessoa para uma socialização informal. Em seguida, para medir os resultados do local de trabalho, os participantes concluaram um autorrelato de envolvimento no local de trabalho, efica¡cia, adequação social, ameaça de identidade social e apoio no local de trabalho. Â
"Nossa pesquisa mostra como as interações dia¡rias positivas entre colegas refletem e reforçam esse clima frio e aponta para uma forma contraintuitivo de que podemos ajudar a conserta¡-lo", disse Emily Cyr, Ph.D. candidato em psicologia social em Waterloo. "Quando os homens faziam atémesmo pequenos gestos de inclusão social, por exemplo, conversando com colegas do sexo feminino durante os intervalos, as mulheres relataram se sentir menos preocupadas em serem estereotipadas no trabalho e mais engajadas em suas carreiras. No entanto, os homens eram menos propensos a incluir socialmente suas colegas do sexo feminino do que seus colegas homens, especialmente homens com esterea³tipos de gaªnero inconscientes (implacitos) mais fortes. "
O estudo, "Mapeando a exclusão social em STEM para o preconceito implacito dos homens e os custos da carreira das mulheres", de autoria de Bergsieker, Cyr, Tara Dennehy e Toni Schmader, aparece nos Proceedings of the National Academy of Sciences .