A técnica poderia resolver eficientemente equações diferenciais parciais para inúmeras aplicações
Em áreas como física e engenharia, equações diferenciais parciais (PDEs) são usadas para modelar processos físicos complexos para gerar insights sobre como funcionam alguns dos sistemas físicos e naturais mais complicados do mundo.
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)
Domínio público
Em áreas como física e engenharia, equações diferenciais parciais (PDEs) são usadas para modelar processos físicos complexos para gerar insights sobre como funcionam alguns dos sistemas físicos e naturais mais complicados do mundo.
Para resolver essas equações difíceis, os pesquisadores usam solucionadores numéricos de alta fidelidade, que podem consumir muito tempo e ser computacionalmente caros para serem executados. A alternativa simplificada atual, modelos substitutos baseados em dados, calcula a propriedade do objetivo de uma solução para PDEs em vez de toda a solução. Eles são treinados em um conjunto de dados gerado pelo solucionador de alta fidelidade, para prever a saída dos PDEs para novas entradas. Isso exige muitos dados e é caro porque sistemas físicos complexos exigem um grande número de simulações para gerar dados suficientes.
Em um novo artigo , "Substitutos profundos aprimorados pela física para equações diferenciais parciais ", publicado em dezembro na Nature Machine Intelligence , um novo método é proposto para o desenvolvimento de modelos substitutos baseados em dados para sistemas físicos complexos em áreas como mecânica, óptica, térmica. transporte, dinâmica de fluidos, físico-química e modelos climáticos .
O artigo foi de autoria do professor de matemática aplicada do MIT, Steven G. Johnson, juntamente com Payel Das e Youssef Mroueh do MIT-IBM Watson AI Lab e IBM Research; Chris Rackauckas do Julia Lab; e Raphaël Pestourie, ex-pós-doutorado do MIT que agora está na Georgia Tech. Os autores chamam seu método de "substituto profundo aprimorado pela física" (PEDS), que combina um simulador de física explicável e de baixa fidelidade com um gerador de rede neural. O gerador de rede neural é treinado de ponta a ponta para corresponder à saída do solucionador numérico de alta fidelidade.
“Minha aspiração é substituir o processo ineficiente de tentativa e erro por simulação e otimização sistemáticas auxiliadas por computador”, diz Pestourie. "Avanços recentes em IA, como o grande modelo de linguagem do ChatGPT, dependem de centenas de bilhões de parâmetros e exigem grandes quantidades de recursos para treinar e avaliar. Em contraste, o PEDS é acessível a todos porque é incrivelmente eficiente em recursos de computação e tem um desempenho muito baixa barreira em termos de infraestrutura necessária para usá-lo."
No artigo, eles mostram que os substitutos PEDS podem ser até três vezes mais precisos do que um conjunto de redes neurais feedforward com dados limitados (aproximadamente 1.000 pontos de treinamento) e reduzir os dados de treinamento necessários em pelo menos um fator de 100 para atingir um resultado. erro alvo de 5%. Desenvolvido usando a linguagem de programação Julia projetada pelo MIT, esse método científico de aprendizado de máquina é, portanto, eficiente tanto em computação quanto em dados.
Os autores também relatam que o PEDS fornece uma estratégia geral baseada em dados para preencher a lacuna entre uma vasta gama de modelos físicos simplificados com solucionadores numéricos de força bruta correspondentes que modelam sistemas complexos. Essa técnica oferece precisão, velocidade, eficiência de dados e insights físicos sobre o processo.
Diz Pestourie: "Desde a década de 2000, à medida que as capacidades de computação melhoraram, a tendência dos modelos científicos tem sido aumentar o número de parâmetros para ajustar melhor os dados, às vezes ao custo de uma menor precisão preditiva. O PEDS faz o oposto, escolhendo seus parâmetros de forma inteligente. Ele aproveita a tecnologia de diferenciação automática para treinar uma rede neural que torna preciso um modelo com poucos parâmetros. "
“O principal desafio que impede que modelos substitutos sejam usados mais amplamente na engenharia é a maldição da dimensionalidade – o fato de que os dados necessários para treinar um modelo aumentam exponencialmente com o número de variáveis do modelo”, diz Pestourie. "O PEDS reduz essa maldição ao incorporar informações dos dados e do conhecimento de campo na forma de um solucionador de modelos de baixa fidelidade."
Os pesquisadores dizem que o PEDS tem o potencial de reviver todo um conjunto de literatura anterior a 2000 dedicada a modelos mínimos – modelos intuitivos que o PEDS poderia tornar mais precisos e, ao mesmo tempo, ser preditivos para aplicações de modelos substitutos.
“A aplicação da estrutura PEDS vai além do que mostramos neste estudo”, diz Das. "Sistemas físicos complexos governados por PDEs são onipresentes, desde modelagem climática até modelagem sísmica e muito mais. Nossos modelos substitutos rápidos e explicáveis, inspirados na física, serão de grande utilidade nessas aplicações e desempenharão um papel complementar a outras técnicas emergentes, como modelos de fundação ."
Mais informações: Raphaël Pestourie et al, Substitutos profundos aprimorados pela física para equações diferenciais parciais, Nature Machine Intelligence (2023). DOI: 10.1038/s42256-023-00761-y . PDF de acesso aberto: hdl.handle.net/1721.1/153164
Informações do periódico: Nature Machine Intelligence