Georg Joachim Rheticus Personality Type, MBTI
What is the personality type of Georg Joachim Rheticus? Which MBTI personality type best fits? Personality type for Georg Joachim Rheticus from Mathematics and what is the personality traits.
INTP (5w4)
Georg Joachim Rheticus personality type is INTP, a rare, but widely studied, type. It is characterized by a detachment from the world from a young age, a deep need to understand the natural world, and a desire to be free from prejudice. In Rheticus’ case, he was a Lutheran who wanted to understand the Catholic Church, as well as the Greco-Roman world in general.
Rheticus’ curiosity is apparent from the first page of his book De Revolutionibus, where he says “The nature of the circles of the Earth and of the Universe is a matter for me to understand, and to me it is a most wonderful thing.” It was this disposition that led him to become one of the first observers of the night sky, and his observations, published in De Revolutionibus, were instrumental in the discovery of the planet Uranus.
His observations of the stars also led him to believe that there was a planet between Saturn and Mercury, which he called “Nova Serpentis.” He believed it had to be a planet because it was too close to Saturn and Mercury and there were no other objects between them.
Rheticus also made observations of the planet Neptune.
Georg Joachim de Porris (in German: von Lauchen), nicknamed Rheticus (sometimes Rhæticus) i.e. "native of Rhaetia" [2], is an astronomer and mathematician, born in Feldkirch (Voralberg, Austria) on February 16, 1514, died on December 4, 1574 in Kassa in the kingdom of Hungary (today Košice in Slovakia). He went down in history for having decided Copernicus to publish his great work, the De revolutionibus orbium coelestium, which presents in detail his heliocentric theory. Rheticus himself first presented its essential principles in his Narratio Prima published in 1540, which is still considered an excellent introduction to Copernicus' ideas.
In mathematics, he is also known for his work on trigonometric tables. The best of his work, published well after his death in 1596 by his pupil Valentin Otto in the Opus Palatinum of Triangulis, are essentially due to him.
