Programa de vera£o para universita¡rios ajuda a aprimorar aprendizado em matemática
Atividades gratuitas acontecera£o de 4 de janeiro a 12 de fevereiro de 2021; além de três disciplinas, sera£o oferecidos diversos minicursos
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Foto: Freepik
Obter formação especializada na área de matemática e interagir com pesquisadores de diversos grupos de pesquisa do Brasil e do exterior em um ambiente virtual. Esses são alguns dos benefacios de participar do Programa de Vera£o em Matema¡tica do Instituto de Ciências Matema¡ticas e de Computação (ICMC) da USP, em Sa£o Carlos. Entre as atividades oferecidas gratuitamente a todos os interessados estãotrês disciplinas e diversos minicursos que sera£o ministrados a distância de 4 de janeiro a 12 de fevereiro de 2021.
Ca¡lculo Avana§ado, Equações Diferenciais Ordina¡rias e Funções de Uma Varia¡vel Complexa são as três disciplinas que já estãocom as inscrições abertas. Para participar, basta se inscrever no site do evento atédia 31 de dezembro: http://verao.icmc.usp.br/verao2021. Já as opções de minicursos sera£o anunciadas a partir de 13 de dezembro, quando o prazo para se inscrever em cada um serádivulgado.
Vera£o já étradição
Realizado anualmente desde 1983, o Programa de Vera£o em Matema¡tica do ICMC conta com a participação de alunos de graduação e de pós-graduação. Este ano, os professores Carlos Grossi e Thaas Jorda£o, do ICMC, são os coordenadores da iniciativa.
Conquistar um bom desempenho nas atividades oferecidas durante o Vera£o éum diferencial para os estudantes que desejam ingressar futuramente no mestrado do Programa de Pa³s-Graduação em Matema¡tica do ICMC (PPG-Mat), pois pode ser considerado um critanãrio indireto com potencial de melhorar o curraculo geral dos candidatos durante a seleção.
Reconhecido por sua excelaªncia cientafica denívelinternacional, o ICMC tem um dos melhores programas de pós-graduação em matemática do Brasil e recebeu a nota máxima (7) na última avaliação realizada pela Coordenação de Aperfeia§oamento de Pessoal de Navel Superior (Capes). A tradição e a qualidade do programa abrem, ainda, oportunidades para financiamentos, parcerias e interca¢mbios, com a vinda constante de pesquisadores do mundo todo, o que contribui para a formação dos alunos.
Programa de Vera£o em Matema¡tica do ICMC 2021
Site: http://verao.icmc.usp.br/verao2021
Quando: 4 de janeiro a 12 de fevereiro de 2021
Inscrições nas disciplinas: até31 de dezembro
Inscrições nos minicursos: a partir de 13 de dezembro
E-mail: verao@icmc.usp.br