Os pesquisadores da Escola de Psicologia da UQ examinaram atéque ponto o narcisismo de um lider estava associado ao seu endosso e motivaa§a£o para aprender sobre as teorias de liderana§a.
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)
Crédito: PixabayÂ
Quanto mais narcisista for o lider, maior seráseu interesse pelas teorias de liderana§a, de acordo com uma pesquisa da Universidade de Queensland.
Os pesquisadores da Escola de Psicologia da UQ examinaram atéque ponto o narcisismo de um lider estava associado ao seu endosso e motivação para aprender sobre as teorias de liderana§a.
O Dr. Nik Steffens disse que as descobertas são baseadas em pesquisas anteriores, mostrando que a liderana§a éuma atividade que atrai e aumenta o senso de eu inflado das pessoas.
"Quanto mais narcisistas são os indivaduos, mais eles endossam várias teorias de liderana§a e mais querem aprender sobre elas", disse Steffens.
"As teorias de liderana§a tendem a celebrar o que torna os indivíduos superiores aos outros e propaµem que éessa superioridade que permite que as organizações e sociedades floresa§am",
 Haslam.
"Isso, por sua vez, sugere que o que motiva algumas pessoas a se envolver com a teoria da liderana§a émais uma preocupação pessoal consigo mesma do que uma preocupação social com o bem maior. Nossas descobertas estãode acordo com um corpo emergente de trabalho que sugere que os narcisistas desejam ser o centro de atenção e que uma maneira pela qual eles são capazes de alimentar essa ambição élutar por posições de responsabilidade e poder sobre os outros. Parece que aqueles que tem tendaªncias para o pra³prio serviço não apenas tem uma motivação elevada para liderar e exercer sua influaªncia mas também são os que mais desejam aprender sobre as teorias contempora¢neas de liderana§a. "
O professor Alex Haslam disse que embora muito tenha sido escrito sobre os efeitos ta³xicos dos lideres narcisistas, houve menos reflexa£o sobre as teorias de liderana§a que apoiam e alimentam sua auto-absorção.
"As teorias de liderana§a tendem a celebrar o que torna os indivíduos superiores aos outros e propaµem que éessa superioridade que permite que as organizações e sociedades floresa§am", disse o professor Haslam.
"Uma consequaªncia disso éque a maioria das teorias de liderana§a prevalecentes apelam diretamente para o narcisismo dos lideres. Em uma anãpoca em que hábaixos naveis de confianção pública nos lideres polaticos e corporativos , esta éuma descoberta impressionante, pois sugere que, em vez da teoria da liderana§a e liderana§a sendo a solução para nossos problemas atuais, eles podem realmente ser a causa deles. Se as pessoas que são atraadas pelo estudo da liderana§a estãoprincipalmente interessadas em cuidar de si mesmas, não devemos nos surpreender se elas usarem seu aprendizado para fazer exatamente isso. "
A pesquisa foi publicada na American Psychologist .