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Oct 2: FBI charged five 🇨🇳 nationals Zhekai Xu, Renxiang Guan, Haoming Zhu, Jingzhe Tao and Yi Liang — who were previously University of Michigan undergraduate engineering students from China — with crimes including conspiracy, lying to federal investigators and destroying
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Oct 2: FBI charged five 🇨🇳 nationals Zhekai Xu, Renxiang Guan, Haoming Zhu, Jingzhe Tao and Yi Liang — who were previously University of Michigan undergraduate engineering students from China — with crimes including conspiracy, lying to federal investigators and destroying records during a federal investigation, (more than a year) after they were found with cameras near numerous military vehicles, tents, and classified communications equipment at Camp Grayling, a 147,000-acre military training facility controlled by the Michigan Army National Guard, during the Northern Strike training exercise with members of the Taiwanese military after 12:30am on Aug 13, 2023.
(Northern Strike is one of the largest US National Guard training exercises in the US.)
The five 🇨🇳 nationals were students at U-M in a joint program with 🇨🇳 Shanghai Jiao Tong University. They arrived in the US for the two-year program and left after graduating in May 2024. However, Renxiang Guan is described as a current PhD student on the website of the Welch Lab at UM (https://t.co/488e6Y6JCX) whereas Haoming Zhu indicates he’s going for a Master’s degree at Harvard on his LinkedIn profile. Maybe they’ve both changed their plans now!
Zhekai Xu is purportedly in Singapore. There’s not much publicly available information about Jingzhe Tao.
news article (paywalled) 👉🏻 https://t.co/qNmFfz4Y5a
archived page 👉🏻 https://t.co/EuWCuhpxsN
the names of the five 🇨🇳 nationals appear in UM’s honors convocation in Mar 2024 👉🏻 https://t.co/v5fyAbDjgw
all five appeared in the 2023 Dean’s Honor List 👉🏻 https://t.co/CYxDt3drLY
点击图片查看原图
hello there the jacobian conjecture is false thanx to my close friend akhil for asking about it and my other close friend fable for working during the world cup final
((1+xy)^3 z + y^2 (1+xy) (4+3xy), y + 3 x (1+xy)^2 z + 3 x y^2 (4+3xy), 2 x - 3 x^2 y - x^3 z): \C^3\to \C^3,
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twitter.com)