Tsung-Dao Lee Personality Type, MBTI
What is the personality type of Tsung-Dao Lee? Which MBTI personality type best fits? Personality type for Tsung-Dao Lee from Physics & Astronomy and what is the personality traits.
ISTJ (XwX)
Tsung-Dao Lee personality type is ISTJ, or the Introverted, Sensing, Thinking, Judging type. Lee is a no-nonsense guy, known for his work ethic and dedication to his studies. He’s a bit old-fashioned, but he’s not at all stubborn or inflexible. He’s just very conservative, and he’s also very smart.
If you want more of an ISTJ personality type hero, take a look at Dr. House. Dr. House is a brilliant diagnostician who’s also a little rigid, but he’s still pretty easy to work with. He’s also affable and friendly.
ISTJ heroes tend to be fairly reliable, but they can also be hard-working and highly skilled at their jobs. They can be reluctant to ask for help, but they’re quick to lend a hand if someone needs it. They aren’t often impulsive or stubborn, and they definitely don’t like their lives to be disrupted.
The ISTJ hero tends to be fairly serious, but he can also be very calm and collected under pressure.
Tsung-Dao Lee (T. D. Lee; Chinese: 李政道; pinyin: Lǐ Zhèngdào; born November 24, 1926) is a Chinese-American physicist, known for his work on parity violation, the Lee Model, particle physics, relativistic heavy ion (RHIC) physics, nontopological solitons and soliton stars. He is a University Professor Emeritus at Columbia University, where he taught from 1953 until his retirement in 2012. In 1957, Lee, at the age of 30, won the Nobel Prize in Physics with Chen Ning Yang for their work on the violation of the parity law in weak interactions, which Chien-Shiung Wu experimentally verified in 1956, with her so-called Wu experiment. In 1953, Lee joined Columbia University, where he remained until retirement. In the early 1960s, Lee and collaborators initiated the important field of high energy neutrino physics. In 1964, Lee, with M. Nauenberg, analyzed the divergences connected with particles of zero rest mass, and described a general method known as the KLN theorem.
