What is the personality type of Andrew M. Gleason? Which MBTI personality type best fits? Personality type for Andrew M. Gleason from Mathematics and what is the personality traits.
Andrew M. Gleason personality type is ISTJ, a rare type. They focus on the present and the here and now. They are the opposite of the ENFPs, who often have a hard time with the past and future. People with this type have a hard time seeing the future. In fact, they tend to be a bit skeptical of people’s abilities to predict what will happen. They are very good at seeing the present and being realistic about it. Their focus on the present is also a function of their constricted perception, which can lead them to underestimate the future.
What makes this type so rare is that they have a hard time seeing themselves as a leader or a big picture thinker. Their focus on the present is one reason they don’t see themselves as leadership material. And it’s also why they don’t see themselves as easily as other types as someone who has a vision for the future.
They are often perceived as humble and quiet, as their focus on the present means they don’t see themselves as leaders or as having a vision for the future.
Andrew Mattei Gleason (1921–2008) was an American mathematician who as a young World War II naval officer broke German and Japanese military codes, then over the succeeding sixty years made fundamental contributions to widely varied areas of mathematics, including the solution of Hilbert's fifth problem, and was a leader in reform and innovation in mathematics teaching at all levels. Gleason's theorem in quantum logic and the Greenwood–Gleason graph, an important example in Ramsey theory, are named for him. Gleason's entire academic career was at Harvard University, from which he retired in 1992. His numerous academic and scholarly leadership posts included chairmanship of the Harvard Mathematics Department and Harvard Society of Fellows, and presidency of the American Mathematical Society. He continued to advise the United States government on cryptographic security, and the Commonwealth of Massachusetts on mathematics education for children, almost until the end of his life.