Pesquisadores da Universidade Nacional de Seul tentaram recentemente treinar um agente de inteligência artificial (IA) para criar colagens (ou seja, obras de arte criadas colando vários pedaços de materiais), reproduzindo obras de arte famosas...
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)
O "Color Face" feito de jornais, imagem fonte de pixabay.com/photos/girl-face-colorful-colors-artistic-2696947. Crédito: Dai et al.
Pesquisadores da Universidade Nacional de Seul tentaram recentemente treinar um agente de inteligência artificial (IA) para criar colagens (ou seja, obras de arte criadas colando vários pedaços de materiais), reproduzindo obras de arte famosas e outras imagens. O modelo proposto foi apresentado em um artigo pré-impresso no arXiv e apresentado no ICCV 2023 em outubro .
"A arte da colagem requer alto talento artístico humano, e nos perguntamos como seriam as obras de arte da colagem criadas pela IA", disseram os autores, "As ferramentas existentes de geração de imagens de IA, como DALL-E ou StableDiffusion, já podem gerar imagens de colagem, mas elas são apenas 'imitações de colagens' de pixels, não a colagem real da execução das etapas reais da arte da colagem. O que queríamos fazer era treinar a IA para criar 'colagens reais'."
Num estudo anterior centrado na geração de pinturas, os investigadores usaram a aprendizagem por reforço (RL) para ensinar a IA a pintar seguindo passos semelhantes aos seguidos pelos humanos. Eles então começaram a se perguntar se isso também poderia ser alcançado para a criação de colagens e começaram a trabalhar em seu gerador de arte de colagem autônomo baseado em aprendizagem por reforço.
O objetivo principal de seu artigo recente foi, portanto, treinar um agente de IA para criar colagens que sejam tão semelhantes quanto possível às imagens alvo (por exemplo, pinturas, fotografias, etc.), rasgando e colando vários materiais, usando aprendizagem por reforço . Essas colagens seriam criadas a partir de um conjunto de materiais fornecidos por usuários humanos.
“Nosso modelo RL precisa fazer com que o agente entenda o que é uma colagem e como fazê-la bem”, explicaram os autores. "Como a RL requer basicamente muitas tentativas e erros, o modelo precisa ganhar experiência interagindo com uma tela e produzindo uma colagem real."
Como as colagens são feitas de vários restos de materiais, para criar efetivamente essas obras de arte, um agente primeiro precisa testar diversas opções de recortar e colar para determinar quais materiais produzem uma colagem que melhor se assemelha às imagens alvo. Os pesquisadores descobriram que inicialmente seu modelo teve um desempenho muito ruim, mas com o tempo suas habilidades melhoraram significativamente.
“O agente RL aprende a aumentar a recompensa, onde a recompensa é definida como uma melhoria na semelhança entre sua tela e uma imagem alvo”, disseram os autores. “A função de recompensa também continua evoluindo ao longo do tempo, aprendendo a avaliar melhor a semelhança entre a colagem feita pelo agente e a imagem alvo.”
Durante o treinamento, o modelo dos pesquisadores foi alimentado com uma imagem aleatória atribuída aleatoriamente e tentou criar uma colagem reproduzindo essa imagem em uma tela branca. A cada etapa da colagem, o agente seleciona um material aleatório entre as opções disponíveis e escolhe como recortá-lo, sucateá-lo e colá-lo na tela.
“Como as imagens e materiais alvo são dados aleatoriamente no treinamento, o agente torna-se capaz de lidar com quaisquer alvos e materiais numa fase posterior”, disseram os autores. "Todo esse processo é um pouco complicado para o uso de RL sem modelo existente, por isso desenvolvemos um ambiente de colagem diferenciável para permitir que o agente rastreie facilmente a dinâmica da colagem. Isso nos permitiu aplicar RL baseado em modelo e melhorar o desempenho."
O esquema de treinamento RL baseado em modelo desenvolvido pelos pesquisadores inspira-se em trabalhos anteriores sobre pinturas baseadas em RL. No entanto, a equipe desenvolveu seu próprio algoritmo RL baseado em modelo que abordou a dinâmica associada à criação de colagens, que são mais complexas do que as que sustentam a pintura.
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)
O "Pássaro" feito de jornais, imagem alvo de pixabay.com/photos/kingfisher-bird-close-
up-perched-2046453. Crédito: Dai et al.
“Enquanto a pintura usa uma pincelada predefinida, uma colagem precisa observar a aparência de determinado material e descobrir como manipulá-lo para fazer um fragmento de imagem adequado para a colagem total, compreendendo forma, textura, cores e coordenadas”, disseram os autores. . “Como o SAC permite que um agente experimente diversas ações de forma mais eficaz no espaço de ação contínua do que o DDPG, que foi usado em pinturas, o SAC corresponde ao nosso caso.”
Para gerar colagens de forma eficaz, os autores usaram seu modelo treinado como uma unidade geradora de colagem parcial. Descobriu-se que esta unidade produz colagens de alta resolução que se assemelham muito a várias imagens alvo.
“Também desenvolvemos um módulo para analisar a complexidade da imagem alvo para atribuir mais carga de trabalho ao gerador de colagem parcial ao local onde a complexidade é alta”, explicou Lee. "Este módulo pode melhorar a qualidade estética das colagens."
Uma vantagem crucial da arquitetura da equipe é que ela não requer nenhuma colagem de amostras e dados de demonstração, pois foi simplesmente treinada usando exemplos de materiais e imagens alvo. Notavelmente, esses materiais e imagens são muito mais fáceis de coletar do que obras de arte originais.
“Sem dados ou conhecimentos artísticos, o agente aprendeu de forma independente como fazer uma colagem”, disseram os autores. "A capacidade final de colagem foi feita pela exploração do próprio agente, que é a descoberta notável deste trabalho; mostra a poderosa capacidade da RL como um domínio de aprendizagem livre de dados."
À medida que o modelo treinado da equipe compreendeu gradualmente o processo de criação de colagens, ele pôde generalizar bem uma ampla gama de imagens e cenários. Até agora, ele só foi testado em simulações. No entanto, se aplicado a um robô humanoide ou a uma mão robótica, o modelo também poderia fornecer “projetos” para a criação de colagens físicas.
“Construir um ambiente no qual o agente RL possa aprender adequadamente foi muito desafiador”, disseram os autores. "Passamos muito tempo desenvolvendo e definindo dinâmicas e ações de colagem que são legítimas para RL. Além disso, para economizar tempo de treinamento, devemos mantê-las o mais compactas e eficientes possível. Ainda mais, tivemos que manter a dinâmica diferenciável para o nosso esquema RL baseado em modelo também."
Como a arte é altamente subjetiva, avaliar a qualidade das colagens produzidas pela modelo é um desafio. Os pesquisadores realizaram inicialmente um estudo com usuários, pedindo a vários participantes humanos que compartilhassem suas opiniões e feedback sobre as colagens criadas por IA.
“Realizamos um estudo com usuários, mas isso pode não ser suficiente”, disseram os autores. "Depois de muita consideração para uma avaliação mais objetiva, decidimos usar o CLIP, um grande modelo pré-treinado de linguagem de visão. Como o CLIP é treinado com cerca de 400 milhões de pares de texto-imagem, acreditamos que ele tem a capacidade de avaliar de forma mais objetiva do que o estudo do usuário . Com o estudo do usuário e o CLIP, comparamos nosso modelo com outros modelos de geração baseados em pixels, avaliando a colagem e a consistência do conteúdo das imagens geradas."
O estudo do usuário e a avaliação baseada no CLIP realizada pelos pesquisadores produziram resultados semelhantes. Em ambos os testes, descobriu-se que o novo modelo superou outros modelos na geração de colagens.
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)
A "Moça com Brinco de Pérola" feita de jornais.
Crédito: Dai et al.
O modelo apresentado neste artigo recente poderá em breve ser desenvolvido e testado para permitir estilos personalizados usando uma gama mais ampla de imagens e materiais. Além disso, o trabalho da equipe poderia inspirar o desenvolvimento de ferramentas adicionais de IA para gerar vários tipos de obras de arte.
“Estamos agora interessados em desenvolver estratégias que permitam aos nossos modelos lidar com diversas preferências de estilo”, acrescentaram os autores. “Como trabalho futuro, consideramos o desenvolvimento de uma interface interativa com o usuário, que possa refletir a preferência do usuário durante a criação de colagens do nosso modelo.”
Mais informações: Ganghun Lee et al, Transferência de colagem neural: reconstrução artística via manipulação de materiais, arXiv (2023). DOI: 10.48550/arxiv.2311.02202
Ganghun Lee et al, Do zero ao esboço: aprendizado de reforço hierárquico desacoplado profundo para agente de esboço robótico, 2022 Conferência Internacional sobre Robótica e Automação (ICRA) (2022). DOI: 10.1109/ICRA46639.2022.9811858
Informações do diário: arXiv