William Rowan Hamilton Personality Type, MBTI
What is the personality type of William Rowan Hamilton? Which MBTI personality type best fits? Personality type for William Rowan Hamilton from Mathematics and what is the personality traits.
INTP (5w4)
William Rowan Hamilton personality type is INTP, which means he is a thinker.
In the UK, the INTP personality type is estimated to make up about 5% of the population.
INTPs are careful and logical. They like to investigate things and test them to see what makes them tick and how they work.
They don't like to do anything without first testing it. If it seems like a good idea to them, they will do it. If it seems risky or stupid, they will think about it and perhaps reconsider as it's not as good as they first thought.
INTPs are detail-oriented and love to analyse things. They can sometimes be too stubborn to change their mind, so they may need to be reminded about the consequences of their actions.
It's important for INTPs to realise that other people can sometimes be flawed and illogical and that their ideas and thoughts may not always be the best. As long as we're doing what we think we're doing because we think it's right, we're usually fine.
INTPs need to be able to make decisions on their own without too much interference from others.
Sir William Rowan Hamilton MRIA (3 August 1805 - 2 September 1865) [1] was an Irish mathematician, Andrews Professor of Astronomy at Trinity College Dublin, and Royal Astronomer of Ireland. He worked in both pure mathematics and mathematics for physics. He made important contributions to optics, classical mechanics and algebra. Although Hamilton was not a physicist–he regarded himself as a pure mathematician–his work was of major importance to physics, particularly his reformulation of Newtonian mechanics, now called Hamiltonian mechanics. This work has proven central to the modern study of classical field theories such as electromagnetism, and to the development of quantum mechanics. In pure mathematics, he is best known as the inventor of quaternions.
