Os investigadores recebem US $ 100.000 anualmente por cinco anos.
Cortesia
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)
Kathryn Zurek, professora de física tea³rica da Caltech, foi nomeada Pesquisadora Simons de 2020 . De acordo com o site da Fundação Simons, os pesquisadores são "cientistas teóricos destacados que recebem uma base esta¡vel de apoio a pesquisa da fundação, permitindo que eles realizem o estudo de longo prazo de questões fundamentais". Os investigadores recebem US $ 100.000 anualmente por cinco anos.
Zurek estuda a matéria escura, uma substância invisível que permeia o nosso universo. A matéria escura foi indiretamente detectada pelos rebocadores gravitacionais que exerce sobre a matéria comum, mas não emite luz. Por mais de uma década, Zurek vem apresentando novas ideias para o que pode constituir matéria escura - as chamadas teorias de "setor oculto" ou "vale oculto" - e projetando novas maneiras de detectar a substância usando experimentos de mesa. Aspartículas de matéria escura sugeridas pelas teorias do vale oculto são mais leves que as propostas anteriormente, como WIMPs (partaculas massivas que interagem fracamente) e interagem com a matéria comum de maneiras totalmente novas. Segundo Zurek, aspartículas do setor oculto não tem como objetivo resolver nenhum problema do universo visível e, em vez disso, "tem vida própria".
Ela também desenvolve teorias para técnicas de observação para medir aglomerados de matéria escura em nossa gala¡xia e, no domanio da física departículas, estudou o impacto do ba³son de Higgs na história cosmola³gica. Recentemente, ela tem procurado por assinaturas da natureza qua¢ntica da gravidade em experimentos de mesa.
Zurek recebeu seu diploma de bacharel em física pela Bethel University de Minnesota em 2001 e seu doutorado em física pela Universidade de Washington em 2006. Ela atuou como professora de física na Universidade de Michigan entre 2009 e 2014 e depois como cientista saªnior na Laborata³rio Nacional Lawrence Berkeley de 2014 a 2019. Ela ingressou na faculdade em Caltech em 2019.