No artigo, Chemero e colegas da Rotman School of Management da Universidade de Toronto expaµem a evolua§a£o da era digital , explicando como a tecnologia inteligente complementa o pensamento, ajudando-nos a nos destacar.
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)
Domanio paºblico
Existem muitos aspectos negativos associados a tecnologia inteligente - tecnologia, mensagens de texto e direção, raios de luz azul - mas também háum aspecto positivo: a era digital não estãonos tornando estaºpidos, diz o especialista social / comportamental da Universidade de Cincinnati Anthony Chemero.
"Apesar das manchetes, não háevidaªncias cientaficas que mostrem que smartphones e tecnologia digital prejudicam nossas habilidades cognitivas biológicas", disse o professor de filosofia e psicologia da UC, que recentemente foi coautor de um artigo afirmando isso na Nature Human Behavior .
"Vocaª coloca toda essa tecnologia junto com um cérebro humano nu e obtanãm algo que émais inteligente ... e o resultado éque, complementados por nossa tecnologia, somos realmente capazes de realizar tarefas muito mais complexas do que poderaamos com nossas habilidades biológicas não suplementadas. "
No artigo, Chemero e colegas da Rotman School of Management da Universidade de Toronto expaµem a evolução da era digital , explicando como a tecnologia inteligente complementa o pensamento, ajudando-nos a nos destacar.
"O que os smartphones e a tecnologia digital parecem fazer, em vez disso, émudar as maneiras pelas quais envolvemos nossas habilidades cognitivas biológicas", diz Chemero, acrescentando que "essasmudanças são na verdade benanãficas para o conhecimento".
Por exemplo, diz ele, seu smartphone conhece o caminho para o esta¡dio de beisebol, de modo que vocênão precisa cavar um mapa ou pedir informações, o que libera energia do cérebro para pensar em outra coisa. O mesmo se aplica em um ambiente profissional: "Nãoestamos resolvendo problemas matema¡ticos complexos com caneta e papel, nem memorizando números de telefone em 2021."
Computadores, tablets e smartphones , diz ele, funcionam como auxiliares, servindo como ferramentas boas na memorização, ca¡lculo e armazenamento de informações e apresentação de informações quando necessa¡rio.
Além disso, a tecnologia inteligente aumenta as habilidades de tomada de decisão que teraamos dificuldade em realizar sozinhos, diz o autor principal do artigo, Lorenzo Cecutti, Ph.D. candidato na Universidade de Toronto. Usar a tecnologia GPS em nossos telefones, diz ele, não são pode nos ajudar a chegar la¡, mas também nos permite escolher uma rota com base nas condições do tra¡fego. "Seria uma tarefa desafiadora ao dirigir em uma nova cidade."
Chemero acrescenta: "Vocaª coloca toda essa tecnologia junto com um cérebro humano nu e obtanãm algo que émais inteligente ... e o resultado éque, complementados por nossa tecnologia, somos realmente capazes de realizar tarefas muito mais complexas do que poderaamos com nossas habilidades biológicas não suplementadas. "
Embora possa haver outras consequaªncias para a tecnologia inteligente , "nos tornar estaºpidos não éuma delas", diz Chemero.