Desde janeiro deste ano, Daniela De Angelis e sua equipe tem informado a resposta do governo do Reino Unido a pandemia COVID-19.
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)
A Professora Daniela De Angelis éDiretora Adjunta da Unidade de Bioestatastica MRC
Desde janeiro deste ano, Daniela De Angelis e sua equipe tem informado a resposta do governo do Reino Unido a pandemia COVID-19. Seu modelo de transmissão do varus em tempo real estãoajudando a rastrear e prever seu curso a medida que as informações se acumulam ao longo do tempo.
Eu trabalho para a Unidade de Bioestatastica (BSU) do Medical Research Council (MRC) , um departamento da Escola de Medicina Clanica da Universidade. Sou Lader de Programa e Diretor Adjunto da Unidade. A unidade estãofisicamente localizada no Cambridge Institute of Public Health no Cambridge Biomedical Campus. No entanto, desde o bloqueio, todos os membros da Unidade - inclusive eu - tem trabalhado em casa.Â
Minha pesquisa se concentra no desenvolvimento e aplicação de manãtodos estatasticos para caracterizar epidemias , usando informações sobre diferentes aspectos da doena§a. Isso inclui estimar a transmissão, gravidade (por exemplo, a proporção de indivíduos infectados que morrem) e reconstruir e prever a evolução das epidemias. O objetivo éfornecer suporte quantitativo preciso e oportuno para a implementação e avaliação de políticas públicas de saúde. Historicamente, trabalhamos com HIV, hepatite e gripe, mas desde janeiro deste ano nossa experiência tem sido usada para entender a pandemia de COVID-19.
Um dos aspectos mais craticos do nosso trabalho COVID-19 éfornecer 'projeções' e 'previsaµes' regulares. 'Modelos atuais' referem-se a estimativas donívelatual das principais quantidades epidemiola³gicas, no nosso caso, estimativas de transmissão contanua e o número de novas infecções. 'Previsaµes' significa estimativas de naveis futuros, neste caso, do número futuro de mortes. Nossos resultados alimentam diretamente o subgrupo da Scientific Pandemic Influenza em Modelagem (SPI-M), um subgrupo do SAGE e as equipes regionais de Saúde Paºblica da Inglaterra (PHE).
Eu construo modelos que nos permitem reconstruir a pandemia e prever seu curso futuro. Nosso trabalho de previsão e previsão usa um modelo de transmissão de doena§as, dados sobre mortes dia¡rias de COVID-19 de indivíduos infectados (por regia£o do NHS e faixa eta¡ria), informações publicadas sobre o risco de morrer e o tempo entre a infecção e a morte, e dados sobre naveis de anticorpos na população. Isso nos permite reconstruir o número de novas infecções por COVID-19 e estimar asmudanças na transmissão (o famoso número de reprodução R) ao longo do tempo; e prever o número de mortes por COVID-19 em diferentes regiaµes e grupos de idade do NHS.
Acho que o maior desafio em lidar com COVID-19 éentender o que impulsiona a transmissão da infecção e como usar melhor esse conhecimento para manter a pandemia sob controle - incluindo quando introduzir restrições sociais e quando elimina¡-las. Tambanãm éimportante usar a comunicação de forma eficaz, para construir a compreensão e a confianção do paºblico, de modo que as pessoas possam reagir de forma responsável aos conselhos e recomendações dados pelo governo e pela comunidade cientafica.
Tem havido um enorme esfora§o de toda a comunidade cientafica para contribuir com a compreensão desta pandemia. No entanto, muitas vezes esses esforços não foram bem coordenados e ainda existem muitos aspectos da infecção por SARS-CoV-2 que não são compreendidos. Precisamos desenvolver uma abordagem mais colaborativa para trabalhar, construindo equipes multidisciplinares onde a experiência écompartilhada para um avanço mais rápido da ciênciaÂ
Gostaria de ver a criação de infraestruturas que possibilitem o compartilhamento efetivo de dados sensaveis. Tanto tempo foi gasto nesta pandemia esperando o acesso autorizado a s informações que, em uma situação de emergaªncia, deve estar disponavel para qualquer grupo com experiência relevante. a‰ uma lição importante a aprender e precisamos estar mais bem preparados para desafios semelhantes no futuro.
Este tem sido um dos tempos mais desafiadores e estimulantes para a pesquisa cientafica. Estou feliz por desempenhar um papel na compreensão desta pandemia e fazer a diferença para a saúde pública. O rastreamento do COVID-19 continuara¡ a ser uma das principais prioridades da minha equipe na BSU. As muitas questões importantes que ainda permanecem nos mantera£o ocupados por anos.
Quando a pandemia passar, estou ansioso por umas boas fanãrias e por voltar a vida normal para desfrutar da companhia de familiares e amigos!