![](data:image/jpeg;base64,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)
Com a perspectiva de dialogar sobre experimentações, desafios e formulações de novas estruturas teóricas sobre problemas comunicacionais, o pesquisador e professor da Universidade de São Paulo (USP), Eneus Trindade ministrou de 4 a 6 de novembro do Auditório Alalaú no ICHL, o minicurso “Mediações e Midiatização do Consumo e suas possibilidades”.
Trindade que é Membro do Grupo de Estudos Semióticos em Comunicação, Cultura e Consumo da ECA/USP apresentou sua primeira experiência com relação a sua nova pesquisa sobre Mediações e Midiatização, onde compreende os processos e sinais entre formas, níveis, consumo na interação social e mudanças culturais. Segundo, Eneus, “no avanço dos estudos descobri uma centralidade conceitual que não era publicidade, identidade e discurso, essas questões permanecem em outros conceitos articulados, assim pensei em mediações e midiatizações culturais que apareceram na cena para encampar essa nova perspectiva”.
Com essa atividade promovida pelo Programa de Pós – Graduação em Ciências da Comunicação (PPGCCOM/Ufam), o professor Eneus explica que esse exercício comunicacional da sua pesquisa formula articulação no campo da comunicação e reitera que esse dialogo. ‘’ Configura-se na natureza disciplinar para explicar o fenômeno, mas mostra que não se isola em uma ciência. Afinal, precisasse de outras contribuições para compreender o objeto”, finalizou.