O professor Marcalio Alves comenta que a quarta edia§a£o do Encontro de Docentes USP 2020, no pra³ximo dia 23, também dara¡ destaque a temas como autonomia universita¡ria e ensino a distância
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)
Reprodução
Com sua primeira versão ocorrendo em 2016, o Encontro de Docentes USP chega a sua quarta edição, debatendo questões envolvendo a academia e autonomia universita¡ria. De acordo com Marcalio Alves, professor do Departamento de Engenharia Mecatra´nica e de Sistemas Meca¢nicos da Escola Politécnica (Poli) da USP, o evento já virou tradição, com uma média de 500 a 600 docentes participantes, e tera¡ um aspecto bastante importante na solidificação do cara¡ter anual do encontro, além de fornecer argumentos necessa¡rios para o debate de temas tão importantes, como os que sera£o tratados no evento.
Este ano, devido ao contexto pandaªmico, o evento acontecera¡ de forma remota, mas, em entrevista ao Jornal da USP no Ar, Alves detalha que a quantidade de docentes da USP inscritos atéa produção desta matéria era de aproximadamente mil.
Por meio de uma programação sãolida e densa, um dos destaques éa palestra com Manuel Castells, professor de Tecnologia de Comunicação e Sociedade da University of Southern California. “Ele éum estudioso da sociedade em rede, atravanãs das várias obras que vem publicando e éatualmente ministro das Universidades na Espanha, então ele estãomuito envolvido com o tema da pandemia e educaçãoâ€, comenta Alves. A palestra vai acontecer logo após a abertura feita pelo professor Vahan Agopyan, reitor da USP, com mediações de Renato Janine Ribeiro, professor da Faculdade de Filosofia, Letras e Ciências Humanas (FFLCH) da USP, e de Ana Estela Haddad, professora da Faculdade de Odontologia da USP, e podera¡ ser vista no YouTube.
Outro destaque éa palestra do professor Carlos Henrique de Brito Cruz, ex-diretor cientafico da Fundação de Amparo a Pesquisa do Estado de Sa£o Paulo (Fapesp), que conduzira¡ uma apresentação em torno da autonomia universita¡ria. Recentemente, o tema ficou em evidaªncia, quando o governo do Estado tentou alterar os critanãrios de autonomia, especialmente, os aspectos financeiros. As mediações sera£o feitas por Paulo Muzy, pesquisador colaborador do Instituto de Estudos Avana§ados (IEA) da USP e Elizabeth Balbachevsky, professora da FFLCH-USP.
Os participantes podera£o fazer perguntas em todas as palestras, atravanãs do preenchimento de formula¡rios criados com o apoio da área de informa¡tica da Reitoria da USP. “A interação com os docentes éa parte mais importante, afinal, trata-se de um encontro de docentesâ€, conclui o professor.
O Encontro de Docentes USP 2020 ocorrera¡ no dia 23 de outubro, de forma gratuita. Saiba mais ouvindo a entrevista completa no player acima.