Bernard Bolzano MBTI性格类型
性格
"Bernard Bolzano是什么人格？ Bernard Bolzano是MBTI中的INTP人格类型，九型中的1w9 - SP1 - 154，五大类型中的RCOAI，Socionics中LII类型。"
Immediate causal identitarism that is not based on actuality, with a depth of magnanimous apoliticality, and overall the italian equivalent of Jules Léquier (INTP 6) in France in the matters of a self-explanatory existentialism, but still dependent itself on encyclopedism. Do not confuse his absolutist/logical legitimism for some policing conviction à la Vico (strong Te-Ni), this is more to the virtual work of a discrete onirism as a functional aesthetic that is more reminiscent of Machiavel than of the first, although he conceived theology as a «monotology» of the people, and therefore preceded socialism just like Meslier did in France around the same period, and the linguistics that made it more objective by itself. This is nonetheless an equivalent of Jean Bodin in apolitical hermeneutics applied to logic in general, in particular an apologetic neutrality towards the substance of affairs concerning immediate identity indeed. Obvious INTP 6. Although he didn't clearly conceived his systems as explanatory of a visionary intuitive-thinker ambivalence towards a political sentiment (he was a bohemian), you have to inscribe logical realism into the realities of his times to understand literary fruition. In short, this is just a set translation of functional-metaphysical conclusions on the more conscious mathematical persona (and maybe deeper life) of Bolzano.
背景
Bernard Bolzano (1781–1848) was a Catholic priest, a professor of the doctrine of Catholic religion at the Philosophical Faculty of the University of Prague, an outstanding mathematician and one of the greatest logicians or even (as some would have it) the greatest logician who lived in the long stretch of time between Leibniz and Frege. As far as logic is concerned, Bolzano anticipated almost exactly 100 years before Tarski and Carnap their semantic definitions of logical truth and logical consequence; and in mathematics he is not only known for his famous Paradoxes of the Infinite, but also for certain results that have become and still are standard in textbooks of mathematics such as the Bolzano-Weierstrass theorem. Bolzano also made important contributions to other fields of knowledge in and outside of philosophy. Due to the versatility of his talents and the various fields to which he made substantial contributions he became one of the last great polymaths in the history of ideas.
