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Hans Reichenbach - Wikipedia Reichenbach died unexpectedly of a heart attack on April 9, 1953 He was living in Los Angeles at the time, and had been working on problems in the philosophy of time and on the nature of scientific laws
Hans Reichenbach (Stanford Encyclopedia of Philosophy) Described as perhaps “the greatest empiricist of the 20th century” (Salmon, 1977a), the work of Hans Reichenbach (1891–1953) provides one of the main statements of empiricist philosophy in the 20th century
Reichenbach, Hans | Internet Encyclopedia of Philosophy Hans Reichenbach was a leading philosopher of science, a founder of the Berlin Circle, and a proponent of logical positivism (also called neo-positivism or logical empiricism)
Hans Reichenbach | Logic, Epistemology, Philosophy | Britannica Hans Reichenbach was a philosopher and educator who was a leading representative of the Vienna Circle and founder of the Berlin school of logical positivism, a movement that viewed logical statements as revealing only the basic structure of a priori mental categories and language
Hans Reichenbach - New World Encyclopedia Hans Reichenbach (September 26, 1891 – April 9, 1953) was a leading philosopher of science, educator, and proponent of logical positivism, or logical empiricism, as he preferred calling it
Hans Reichenbach - Jewish Virtual Library REICHENBACH, HANS (1891–1953), philosopher Reichenbach, who was born in Hamburg, is considered one of the most distinguished philosophers of science of the 20 th century He taught at the Technische Hochschule in Stuttgart (1920–26), and at the University of Berlin (1926–33)
Hans Reichenbach - scientificlib. com Hans Reichenbach (September 26, 1891 in Hamburg – April 9, 1953 in Los Angeles) was a leading philosopher of science, educator and proponent of logical empiricism Reichenbach is best known for founding the Berlin Circle, and as the author of The Rise of Scientific Philosophy
The Philosophy of Hans Reichenbach - JSTOR For Reichenbach, with his frequency conception of probability, task could be clearly designated, namely, the ascertainment (within desired degree of approximation) of the limit of a relative frequency within a given probability sequence