Currículo dos Apresentadores
Profª Drª Bernardete Angelina Gatti
Conselho Estadual de Educação de São Paulo
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Possui graduação em Pedagogia pela Universidade de São Paulo e Doutorado em Psicologia - Universite de Paris VII - Universite Denis Diderot, com Pós-Doutorados na Université de Montréal e na Pennsylvania State University. Docente aposentada da USP, foi professora do Programa de Pós-Graduação em Educação: Psicologia da Educação da PUC-SP. Simultaneamente foi Pesquisadora Senior na Fundação Carlos Chagas, aí exercendo os cargos de Coordenadora do Departamento de Pesquisas Educacionais e de Superintendente de Educação e Pesquisa. Foi membro e presidiu o Comitê Científico - Educação do CNPq e foi coordenadora da área de Educação da CAPES. Atuou como Consultora da UNESCO e de outros organismos nacionais e internacionais. Em 2014 assumiu como Diretora Vice Presidente da Fundação Carlos Chagas, orientando e respondendo pelas ações do setor de Pesquisa e Educação. Participa de comitês científicos de várias revistas nacionais e internacionais. Membro titular da Academia Paulista de Educação (Cadeira nº 27). Suas Áreas de Pesquisa são: Formação de Professores, Avaliação Educacional e Metodologias da Investigação Científica. Em 2016 foi eleita Presidente do Conselho Estadual de Educação de São Paulo.
Profª Drª Susana Alexandra Frutuoso Henriques
Universidade Aberta de Portugal
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)
Susana Henriques, tem doutoramento em Sociologia, Especialidade em Educação, Cultura e Comunicação pelo Iscte – Instituto Universitário de Lisboa é professora Auxiliar com Agregação do Departamento de Educação e Ensino a Distância da Universidade Aberta e membro integrado do Centro de Investigação e Estudos em Sociologia (CIES_Iscte). É investigadora colaboradora no Laboratóriode Educação a Distância e E-Learning (LE@D) e no Centro de Estudos Globais, ambos da UAb. Leciona em cursos de licenciatura, mestrado e doutoramento na área das Ciências da Educação. Coordena o mestrado em Administração e Gestão Educacional e integra a equipa de coordenação deMicrocredencial em Educação a Distância e Digital. Tem participado em projetos de investigação nacionais e internacionais, nas áreas da avaliação de escolas, educação para a saúde e educação digital e em rede, com diversas publicações. Tem participado em projetos de consultoria e formação em diversas instituições de ensino superior e não superior em Portugal, mas também no âmbito de parcerias institucionais com Angola, Cabo Verde, Brasil nas áreas daEducação a Distância Digitale da Gestão do Ensino Superior. Participa como perita externa da Inspeção Geral de Educação e Ciência em ações de Avaliação Externa das Escolas (desde 2012).
José Ricardo Bocciardi
Diretor de Operações e Planejamento na Mercedes-Benz Caminhões e Ônibus
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)
É graduado em Engenharia Industrial Mecânica pela Universidade Santa Cecilia - UNISANTA. Possui, entre outros, MBA em Liderança e Inovação e IND 4.0 pela Pontifícia Universidade Católica do Rio Grande do Sul (PUC-RS) e MBA em Gestão de Negócios pela Universidade Municipal de São Caetano do Sul (USCS). Há mais de 35 anos na Mercedes-Benz Caminhões e Ônibus, ocupou várias posições, entre elas, inciando como Engenheiro de Planejamento e depois como Gerente de Produção, Gerente de Engenharia de Manufatura, Gerente de Engenharia de Manufatura e Manutenção e Gerente de Produção.
Francisco Gaudêncio Mendonça Freires
Diretor Científico da Abepro - Associação Brasileira de Engenharia de Produção.
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É graduado em Engenharia Civil pela Universidade Federal do Ceará (1996), mestre em Engenharia de Produção pela Universidade Federal de Santa Catarina. (2000) e um Ph.D. em Engenharia e Gestão Industrial pela Faculdade de Engenharia da Universidade do Porto (2007). Tem experiência na área de Engenharia de Produção com ênfase em Logística Empresarial e Gestão de Operações, atuando principalmente nos seguintes temas: Supply Chain Management, logística reversa, SCM sustentável e gestão de custos. Foi professor da Universidade Federal do Vale do São Francisco (UNIVASF) até 2011. Pesquisou a questão da logística e gestão da cadeia de suprimentos de biocombustíveis e fruticultura no semiárido nordestino do Brasil. Também desenvolveu pesquisas no avanço da logística intermodal do Rio São Francisco. Atualmente é Professor Associado do Departamento de Engenharia Mecânica da Escola Politécnica da Universidade Federal da Bahia (UFBA). Atua também no Programa de Pós-Graduação em Engenharia Industrial (PEI) da UFBA, atualmente pesquisando as alternativas de energia renovável na perspectiva da gestão da cadeia de suprimentos.
Amanda Campos
Gerente de Inovação da América Latina da Maxion
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Amanda Campos Gerente de Inovação da América Latina da Maxion Global Innovation Supervisor da Maxion Wheels. É graduada em Engenharia da Produção pela Einstein Integrated University. Executive Leardership Program & Innovative Project Management pelo College Of Business da The University of Akron. Há mais de 7 anos na Maxion Wheels, ocupou o cargo de Engenheira da Qualidade e, atualmente, está envolvida em supervisionar a equipe de inovação global, no gerenciamento de aceleração da inovação e envio de ideias, em impulsionar a cultura de inovação em nível global e, também, em estabelecer um plano anual de comunicação da empresa, incluindo a coordenação de eventos de inovação regionais e globais para conscientizar e apoiar ainda mais o processo de ideação.
Prof. Dr. Deivis Avila Prats
Coordenador Geral da RIATDECIS Universidad de La Laguna – ULL - Espanha
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)
Prof. Dr. Deivis Avila Prats Coordenador Geral da RIATDECIS Universidad de La Laguna – ULL - Espanha Professor Doutor Contratado, Doutor da Escola Politécnica Superior de Engenharia - Universidad de La Laguna (ULL), egresso da Universidad de Matanzas, Cuba em Engenharia Mecânica. Seu doutorado foi desenvolvido no programa de “Aplicações da Engenharia Marítima”, na Universidad de La Laguna, Espanha, 2013.Pertence ao grupo de pesquisa INGEMAR, especializado em diferentes campos de pesquisa como: energias renováveis, dessalinização, manutenção preventiva etc. Participa como Pesquisador em diferentes projetos em colaboração com diferentes Universidades e Organismos de Pesquisa.Seu trabalho de pesquisa foi desenvolvido principalmente dentro do campo da Engenharia, o que tem resultado na publicação de artigos em revistas científicas internacionais, muitos deles indexados no JCR e em diversas contribuições em conferências científicas nacionais e internacionais.