Iniciativa quer preparar cientistas para enfrentar desafios atuais da ecologia e biologia
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)
Programa vai oferecer uma formação gratuita em ciências da vida com um foco no uso da matemática, física e ciência da computação - Imagem: iStock
O Instituto Serrapilheira lana§a, em parceria com o Instituto Sul-Americano para Pesquisa Fundamental (ICTP-SAIFR), um novo treinamento com o objetivo de preparar futuros cientistas para a pesquisa transdisciplinar em ciências da vida: o Programa de Formação em Biologia e Ecologia Quantitativas. As inscrições para a primeira edição comea§am no dia 9 de mara§o.
O ICTP-SAIFR éum centro internacional, com sede no Instituto de Fasica Tea³rica da Unesp (ca¢mpus Sa£o Paulo), que organiza escolas e workshops em tópicos relacionados a física para alunos de pós-graduação e pesquisadores.
Voltado a pessoas com graduação completa em qualquer área, o programa vai oferecer uma formação gratuita em ciências da vida com um foco no uso da matemática, física e ciência da computação. Os selecionados aprendera£o sobre manãtodos quantitativos para resolver questões da vanguarda da biologia e ecologia. O objetivo éaproveitar o potencial do Brasil - opaís que abriga a maior biodiversidade do planeta - para criar, em longo prazo, uma geração de jovens cientistas altamente qualificados para lidar com seus desafios.
O momento éespecialmente oportuno. A ONU vem alertando que estamos prestes a perder um milha£o de espanãcies nas próximas décadas. E, após ospaíses não cumprirem boa parte das metas mundiais para biodiversidade para 2011-2020, a organização declarou 2021-2030 como sendo a Danãcada da Restauração dos Ecossistemas.
Amplos, os tópicos abordados va£o da genanãtica moderna a ecologia comportamental. Para isso, o curso reuniu um grupo inanãdito de professores que são referaªncias globais em suas áreas de pesquisa. A lista inclui nomes como o neurocientista da Universidade de Tel Aviv (Israel) Oded Rechavi, um dos maiores especialistas em epigenanãtica, que estuda como caracteristicas que não estãono DNA podem ser passadas para as gerações seguintes.Â
Quem também estãoconfirmada éa matemática Corina Tarnita (Universidade de Princeton/ EUA), que desenvolve modelagens matemáticas para entender como unidades biológicas simples interagem entre si para criar estruturas de maior escala ospor exemplo, a interação entre várias células para desenvolver um organismo multicelular. Mais do que assistir a s aulas, os alunos tera£o a oportunidade de interagir diretamente com cientistas que estãona fronteira do conhecimento.Â
A lista completa de professores e tópicos estãodisponavel no site www.ictp-saifr.org/qbioprogram/.
Por causa da pandemia da Covid-19, a primeira edição serátotalmente remota, em uma versão mais curta, de 5 a 30 de julho de 2021. As edições futuras acontecera£o presencialmente, em Sa£o Paulo, tera£o duração de seis meses e incluira£o uma etapa de desenvolvimento de uma proposta de pesquisa. A ideia éque os alunos sigam sua formação em uma instituição de excelaªncia no Brasil ou no exterior após a conclusão do programa.
Os candidatos devem ter a graduação completa ou previsão de conclusão até31/12/2021, em qualquer área do conhecimento, em instituições do Brasil e da Amanãrica Latina. a‰ necessa¡rio ter conhecimento prévio de ca¡lculo diferencial e integral e domanio do inglês. Sera£o selecionados até50 participantes, e os primeiros 500 inscritos tera£o preferaªncia no processo seletivo, por isso éimportante preparar a inscrição com antecedaªncia.
Esta éa primeira iniciativa do Serrapilheira voltada a pesquisadores em esta¡gio de carreira pré-doutorado. “A pesquisa moderna em ciências da vida gera uma quantidade enorme de dados complexosâ€, explica o diretor-presidente do instituto, Hugo Aguilaniu. “Queremos quebrar essas fronteiras artificiais limitantes, de modo que um jovem bia³logo saiba que ele pode usar uma equação como um matema¡tico ou pensar como um fasico para entender sistemas biola³gicos complexos como um ecossistema tropical.â€
A iniciativa estãoem linha com uma das atuações do ICTP-SAIFR de promover escolas e workshops em temas relacionados a física. “Com a explosão de novos dados em biologia, muitos fasicos estãomigrando para esta área para aplicar as ferramentas que aprenderam estudando sistemas complexos,†afirma o diretor do ICTP-SAIFR, Nathan Berkovits.
As inscrições tera£o inicio dia 9 de mara§o e va£o até3 de maio pelo site ictp-saifr.org/qbioprogram. O edital também estãodisponavel no mesmo site.Â
Atéo inicio do curso, ainda sera£o realizados webinars com dois pesquisadores membros do comitaª consultivo do Programa: o eca³logo e professor da Universidade de Princeton Simon Levin (02/03), e a professora da Universidade Yale e pesquisadora no Howard Hughes Medical Institute (HHMI) Akiko Iwasaki (04/03).
Sobre os organizadores
Criado em 2017, o Instituto Serrapilheira éa primeira instituição privada de apoio a ciência e a divulgação cientafica no Brasil. Sem fins lucrativos e com recursos oriundos de um fundo patrimonial, já apoiou 124 projetos de pesquisa e 47 de divulgação cientafica.Â
O ICTP-SAIFR éum hub sul-americano de física tea³rica, criado em 2011 por meio de uma colaboração entre o International Centre for Theoretical Physics (ICTP), na Ita¡lia, a Fundação de Amparo a Pesquisa do Estado de Sa£o Paulo (Fapesp) e a Universidade Estadual Paulista “Jaºlio de Mesquita Filho†(Unesp). Desenvolve pesquisas de renome mundial em física tea³rica, apoia a pesquisa em regiaµes da Amanãrica do Sul em que a física tea³rica estãomenos desenvolvida e funciona como um centro internacional de formação cientafica.