# Identifications & Discussion Questions 2.1.1-4

Imperialisms, Ancient and Modern, Identifications & Discussion Questions, 2.1.1 to 2.1.4. Latin.

Canonical: https://interlinea.aeterna-institute.org/library/latin/imperialisms-ancient-and-modern/identifications-discussion-questions-10/2.1.1

Joseph Schumpeter (1883-1950) Early life Born in Trest (then part of Austria-Hungary, now in the Czech Republic). He was always a brilliant student and praised by his teachers. He began his career studying Law at the University of Vienna under the great Austrian capital theorist Eugen von Böhm-Bawerk, taking his PhD in 1906. In 1909, after some study trips, he became a professor of economics and government at the University of Czernowitz (a German-language university in Austria, now in Ukraine), in 1911, at the University of Graz, where he remained until World War I. In 1919-1920, he served as the Austrian Minister of Finance, with some success, and in 1920-1924, as President of the private Biederman Bank. That bank collapsed in 1924 and left Schumpeter in bankruptcy. From 1925-1932, he held a chair at the University of Bonn, Germany. Having to leave central Europe because of the rise of the Nazis, he moved to Harvard (where he had already lectured in 1927-1928 and 1930), where he taught from 1932 to 1950. During his Harvard times, he wasn't generally considered to be a very good classroom teacher, but he acquired a school of loyal followers. His prestige among colleagues was likewise not very high, because his views seemed outdated and not in touch with then-fashionable Keynesianism. Although Schumpeter encouraged some young mathematical economists and was even the founding president of the Econometric Society (1933), Schumpeter was not a mathematician but rather an economist and tried instead to integrate sociological understanding into his economic theories. From current thought it has been argued that Schumpeter's ideas on business cycles and economic development could not be captured in the mathematics of his day - they need the language of non-linear dynamical systems to be partially formalized.

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