'Privid' pode ajudar as autoridades a coletar dados seguros de saúde pública ou permitir que os departamentos de transporte monitorem a densidade e o fluxo de pedestres, sem aprender informaa§aµes pessoais sobre as pessoas.
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)
O sistema de análise de vadeo que preserva a privacidade da Privid suporta consultas de agregação, que processam grandes quantidades de dados de vadeo. Créditos: Imagem: Josanã-Luis Olivares
As ca¢meras de vigila¢ncia tem um problema de identidade, alimentado por uma tensão inerente entre utilidade e privacidade. Como esses pequenos dispositivos poderosos surgiram aparentemente em todos os lugares, o uso de ferramentas de aprendizado de ma¡quina automatizou a análise de conteaºdo de vadeo em grande escala - mas com o aumento da vigila¢ncia em massa, atualmente não háregras legalmente aplica¡veis ​​para limitar as invasaµes de privacidade .Â
As ca¢meras de segurança podem fazer muito oselas se tornaram mais inteligentes e extremamente mais competentes do que seus fantasmas de imagens granuladas do passado, a “ferramenta hera³ica†na madia criminal. (“Veja aquela pequena mancha azul borrada no canto direito daquele canto densamente povoado osnoso pegamos!â€) Agora, a vigila¢ncia por vadeo pode ajudar as autoridades de saúde a medir a fração de pessoas usando ma¡scaras, permitir que os departamentos de transporte monitorem a densidade e o fluxo de veaculos, bicicletas e pedestres, e fornecer a s empresas uma melhor compreensão dos comportamentos de compra. Mas por que a privacidade permaneceu uma reflexa£o tardia fraca?Â
O status quo éadaptar o vadeo com rostos borrados ou caixas pretas. Isso não apenas evita que os analistas fazm algumas perguntas genuanas (por exemplo, as pessoas estãousando ma¡scaras?), mas também nem sempre funciona; o sistema pode perder alguns rostos e deixa¡-los desfocados para o mundo ver. Insatisfeitos com esse status quo, pesquisadores do Laborata³rio de Ciência da Computação e Inteligaªncia Artificial (CSAIL) do MIT, em colaboração com outras instituições, criaram um sistema para melhor garantir a privacidade em imagens de vadeo de ca¢meras de vigila¢ncia. Chamado de “ Privid â€, o sistema permite que os analistas enviem consultas de dados de vadeo e adiciona um pouco de ruado (dados extras) ao resultado final para garantir que um indivaduo não possa ser identificado. O sistema se baseia em uma definição formal de privacidade os“ privacidade diferencial†— que permite o acesso a estatasticas agregadas sobre dados privados sem revelar informações de identificação pessoal.
Normalmente, os analistas teriam acesso ao vadeo inteiro para fazer o que quisessem com ele, mas Privid garante que o vadeo não seja um buffet gra¡tis. Analistas honestos podem ter acesso a s informações de que precisam, mas esse acesso érestritivo o suficiente para que analistas mal-intencionados não possam fazer muito com ele. Para habilitar isso, em vez de executar o ca³digo em todo o vadeo de uma são vez, o Privid divide o vadeo em pequenos pedaço s e executa o ca³digo de processamento em cada parte. Em vez de obter resultados de cada pea§a, os segmentos são agregados e esse ruado adicional éadicionado. (Tambanãm háinformações sobre o limite de erro que vocêobtera¡ em seu resultado - talvez uma margem de erro de 2%, devido aos dados extras com ruado adicionados).Â
Por exemplo, o ca³digo pode gerar o número de pessoas observadas em cada trecho de vadeo e a agregação pode ser a “somaâ€, para contar o número total de pessoas usando coberturas faciais ou a “média†para estimar a densidade das multidaµes.Â
A Privid permite que os analistas usem suas próprias redes neurais profundas que são comuns para análise de vadeo hoje. Isso da¡ aos analistas a flexibilidade de fazer perguntas que os designers da Privid não previram. Em uma variedade de vadeos e consultas, o Privid teve precisão de 79 a 99 por cento de um sistema não privado.
“Estamos em um esta¡gio agora em que as ca¢meras são praticamente onipresentes. Se houver uma ca¢mera em cada esquina, em cada lugar que vocêva¡, e se alguém pudesse realmente processar todos esses vadeos em conjunto, vocêpode imaginar essa entidade construindo uma linha do tempo muito precisa de quando e para onde uma pessoa foiâ€, diz MIT CSAIL O estudante de doutorado Frank Cangialosi, autor principal de um artigo sobre Privid. “As pessoas já estãopreocupadas com a privacidade da localização com GPS osos dados de vadeo agregados podem capturar não apenas seu hista³rico de localização, mas também humor, comportamentos e muito mais em cada local.â€Â
Privid introduz uma nova noção de “privacidade baseada em duraçãoâ€, que desvincula a definição de privacidade de sua aplicação oscom ofuscação, se seu objetivo de privacidade éproteger todas as pessoas, o mecanismo de aplicação precisa fazer algum trabalho para encontrar as pessoas a serem protegidas , que pode ou não fazer perfeitamente. Com esse mecanismo, vocênão precisa especificar tudo completamente e não estãoocultando mais informações do que o necessa¡rio.Â
Digamos que temos um vadeo com vista para uma rua. Dois analistas, Alice e Bob, afirmam que desejam contar o número de pessoas que passam por hora, então enviam um ma³dulo de processamento de vadeo e pedem uma agregação de soma.
O primeiro analista éo departamento de planejamento da cidade, que espera usar essas informações para entender os padraµes de passos e planejar as cala§adas da cidade. O modelo deles conta as pessoas e gera essa contagem para cada trecho de vadeo.
O outro analista émalicioso. Eles esperam identificar toda vez que “Charlie†passar pela ca¢mera. Seu modelo apenas procura o rosto de Charlie e gera um número grande se Charlie estiver presente (ou seja, o “sinal†que eles estãotentando extrair), ou zero caso contra¡rio. A esperana§a deles éque a soma seja diferente de zero se Charlie estivesse presente.Â
Da perspectiva de Privid, essas duas consultas parecem idaªnticas. a‰ difacil determinar com segurança o que seus modelos podem estar fazendo internamente ou para que o analista espera usar os dados. a‰ aa que entra o ruado. Privid executa ambas as consultas e adiciona a mesma quantidade de ruado para cada uma. No primeiro caso, como Alice estava contando todas as pessoas, esse ruado tera¡ apenas um pequeno impacto no resultado, mas provavelmente não afetara¡ a utilidade.Â
No segundo caso, como Bob estava procurando por um sinal especafico (Charlie estava visível apenas por alguns trechos), o ruado ésuficiente para impedi-los de saber se Charlie estava la¡ ou não. Se eles virem um resultado diferente de zero, pode ser porque Charlie estava realmente la¡, ou porque o modelo produz “zeroâ€, mas o ruado o tornou diferente de zero. Privid não precisava saber nada sobre quando ou onde Charlie apareceu, o sistema são precisava saber um limite superior aproximado de quanto tempo Charlie poderia aparecer, o que émais fa¡cil de especificar do que descobrir os locais exatos, nos quais os manãtodos anteriores dependem .Â
O desafio édeterminar quanto ruado adicionar - Privid deseja adicionar apenas o suficiente para ocultar todos, mas não tanto que seja inútil para os analistas. Adicionar ruado aos dados e insistir em consultas ao longo de janelas de tempo significa que seu resultado não serátão preciso quanto poderia ser, mas os resultados ainda são aºteis, proporcionando melhor privacidade.Â
Cangialosi escreveu o artigo com o estudante de doutorado de Princeton Neil Agarwal, o estudante de doutorado do MIT CSAIL Venkat Arun, professor assistente da Universidade de Chicago Junchen Jiang, professor assistente da Universidade Rutgers e ex-pa³s-doutorado do MIT CSAIL Srinivas Narayana, professor associado da Universidade Rutgers Anand Sarwate, e professor assistente na Universidade de Princeton e Ravi Netravali SM '15, PhD '18. Cangialosi apresentara¡ o artigo no USENIX Symposium on Networked Systems Design and Implementation Conference em abril em Renton, Washington.Â
Este trabalho foi parcialmente financiado por uma bolsa Sloan Research Fellowship e bolsas da National Science Foundation.