Shih-Fu Chang, Elizabeth Hillman e Jeannette Wing são eleitos para a Academia Nacional de Inventores
Academia Nacional de Inventores seleciona pesquisadores de engenharia da Columbia por seu 'espírito altamente prolífico de inovação'.
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)
Três pesquisadores da Columbia Engineering - Shih-Fu Chang, Elizabeth Hillman e Jeannette Wing - foram eleitos para a Academia Nacional de Inventores por seu "espírito altamente prolífico de inovação na criação ou facilitação de invenções excepcionais que tiveram um impacto tangível na qualidade de vida, desenvolvimento econômico e bem-estar da sociedade”. Eles se juntam a um grupo de 169 inventores distintos para serem NAI Fellows, a mais alta distinção profissional concedida a inventores acadêmicos. A turma de bolsistas de 2022 vem de 110 universidades de pesquisa, instituições de pesquisa governamentais e sem fins lucrativos em todo o mundo. Eles detêm coletivamente mais de 5.000 patentes emitidas nos EUA.
“A classe deste ano de NAI Fellows representa um calibre verdadeiramente notável de inventores. Cada um desses indivíduos teve um impacto significativo por meio de seu trabalho e é altamente considerado em seus respectivos campos”, disse o Dr. Paul R. Sanberg, FNAI, presidente do NAI. “A amplitude e o escopo de suas invenções são realmente impressionantes. Estou animado para ver sua criatividade continuar a definir uma nova era de ciência e tecnologia no ecossistema global de inovação”.
Shih Fu Chang
Shih-Fu Chang é o reitor da Columbia Engineering, onde lidera a missão de educação, pesquisa e inovação da Escola e a execução de sua visão estratégica, Engenharia para a Humanidade. Ele contribuiu muito para o crescimento e avanço da Escola, tornando-a um dos melhores programas de engenharia do país.
Chang é o professor Morris A. e Alma Schapiro com nomeações nos departamentos de engenharia elétrica e ciência da computação. Como um dos especialistas mais influentes em multimídia, visão computacional e inteligência artificial, sua pesquisa resultou em empresas spin-off e tecnologias licenciadas em busca e reconhecimento de multimídia. As ferramentas de busca de imagens desenvolvidas por seu grupo têm sido usadas por grandes empresas de mídia no gerenciamento de conteúdo e agências de aplicação da lei no combate a crimes de tráfico humano online. Ele lançou ferramentas de IA para detecção e atribuição de desinformação online.
Chang é membro da American Association for the Advancement of Science, da Association for Computing Machinery e do IEEE, e membro eleito da Academia Sinica. Ele recebeu o prêmio Kiyo Tomiyasu do IEEE em 2009 e o prêmio Great Teacher da Society of Columbia Graduates em 2013. Ele também é o diretor inaugural do Columbia Center of AI Technology em colaboração com a Amazon. Ele recebeu seu BS da National Taiwan University em 1985 e seu PhD da University of California-Berkeley em 1993. Ele também possui um doutorado honorário da University of Amsterdam.
Elizabeth Hillman
Elizabeth Hillman é professora Herbert e Florence Irving no Instituto Zuckerman e professora de engenharia biomédica e radiologia na Universidade de Columbia. Ela veio para a Columbia Engineering em 2006, onde fundou o Laboratory for Functional Optical Imaging. Sua pesquisa se concentra no desenvolvimento e aplicação de tecnologias de imagem óptica e microscopia para capturar a dinâmica funcional nos sistemas vivos.
Com foco particular no estudo do cérebro, Hillman usa suas técnicas de imagem para explorar a interrelação entre comportamento em tempo real, atividade neural e fluxo sanguíneo no cérebro. Entre suas principais contribuições tecnológicas estão o desenvolvimento de métodos de contraste dinâmico para imagens de pequenos animais, a aplicação de "mapeamento óptico de campo amplo" in vivo para estudar o acoplamento neurovascular e o recente desenvolvimento da excitação planar alinhada confocalmente alinhada (SCAPE). microscopia, uma técnica capaz de gerar imagens 3D em alta velocidade da atividade neural em organismos comportados, como moscas-das-frutas adultas e larvais, peixes-zebra, vermes C. elegans e o cérebro de roedores.
'Com prazer, compartilho esta honra com todos aqueles que me ajudaram e apoiaram minhas "ideias malucas" até agora e espero que no futuro.'
ELIZABETH HILLMAN
HERBERT E FLORENCE IRVING PROFESSOR NO ZUCKERMAN INSTITUTE E PROFESSOR DE ENGENHARIA BIOMÉDICA E RADIOLOGIA NA COLUMBIA UNIVERSITY
Hillman é membro da Optical Society of America (Optica), da Society of Photo-Optical Instrumentation Engineers (SPIE) e do American Institute for Medical and Biological Engineering (AIMBE). Ela recebeu a medalha OSA Adolf Lomb por suas contribuições para a óptica em uma idade jovem, o SPIE Biophotonics Technology Innovator Award e o Royal Microscopical Society Mid-Career Scientific Achievement Award, bem como prêmios de início de carreira da Wallace Coulter Foundation, National Science Foundation e o Human Frontier Science Program. Ela é bacharel e mestre em Física (1998) e PhD em Física Médica e Bioengenharia (2002) pela University College London.
Jeannette M. Wing
Jeannette M. Wing é vice-presidente executiva de pesquisa da Columbia University e professora de ciência da computação. Ela ingressou na Columbia em 2017 como diretora inaugural da Avanessians do Data Science Institute. Antes da Columbia, Wing foi vice-presidente corporativo da Microsoft Research, atuou no corpo docente e como chefe de departamento em ciência da computação na Carnegie Mellon University e atuou como diretor assistente de ciência da computação e da informação e engenharia na National Science Foundation.
Seu foco atual de pesquisa é a IA confiável. Seus interesses gerais de pesquisa estão nas áreas de computação confiável, segurança e privacidade, especificação e verificação, sistemas simultâneos e distribuídos, linguagens de programação e engenharia de software. Ela é conhecida por seu trabalho em linearizabilidade, subtipagem comportamental, gráficos de ataque e verificadores de conformidade com a privacidade. Seu ensaio seminal de 2006, intitulado "Pensamento Computacional", é creditado por ajudar a estabelecer a centralidade da ciência da computação para a resolução de problemas em áreas onde anteriormente não havia sido adotada.
Wing é amplamente reconhecida por sua liderança intelectual em ciência da computação e, mais recentemente, em ciência de dados. Ela foi reconhecida com prêmios de serviços distintos da Computing Research Association e da Association for Computing Machinery. Ela é membro da American Academy of Arts and Sciences, da American Association for the Advancement of Science, da Association for Computing Machinery e do Institute of Electrical and Electronic Engineers. Ela também é membro da Diretoria e do Conselho da Academia Americana de Artes e Ciências; a Comissão de Inteligência Artificial, Robótica e Automação do Estado de Nova York; e o Conselho Consultivo da Association for Women in Mathematics. Wing possui bacharelado, mestrado e doutorado pelo MIT e um doutorado honorário em tecnologia pela Linkoping University,
Chang, Hillman e Wing se juntam a um distinto grupo de colegas da Columbia Engineering que foram eleitos para o NAI: Dimitris Anastassiou e Kam Leong (2013), Shree Nayar e Gordana Vunjak-Novakovic (2014), Richard Osgood, Jr. (2015) , Ponisseril Somasundaran (2016), Jingyue Ju (2018) e Treena L. Arinzeh (2021). Outro colega eleito para a classe NAI de 2022 é Krishan Sabnani, professor adjunto de engenharia elétrica da School e Homewood Professor of Computer Science na Johns Hopkins Whiting School of Engineering.
A classe de Fellows de 2022 será homenageada e apresentará suas medalhas na 12ª Reunião Anual da Academia Nacional de Inventores em 27 de junho de 2023 em Washington, DC. Até o momento, os NAI Fellows detêm mais de 58.000 patentes emitidas nos EUA, que geraram mais de 13.000 tecnologias e empresas licenciadas e criaram mais de um milhão de empregos. Além disso, mais de US$ 3 trilhões em receita foram gerados com base nas descobertas do NAI Fellow.