G. E. Moore Quotes

George Edward Moore , usually cited as G. E. Moore, was an English philosopher. He was, with Bertrand Russell, Ludwig Wittgenstein, and Gottlob Frege, one of the founders of the analytic tradition in philosophy. Along with Russell, he led the turn away from idealism in British philosophy, and became well known for his advocacy of common sense concepts, his contributions to ethics, epistemology, and metaphysics, and "his exceptional personality and moral character". He was Professor of Philosophy at the University of Cambridge, highly influential among the Bloomsbury Group, and the editor of the influential journal Mind. He was elected a fellow of the British Academy in 1918. He was a member of the Cambridge Apostles, the intellectual secret society, from 1894 to 1901, and the Cambridge University Moral Sciences Club. Wikipedia  

✵ 4. November 1873 – 24. October 1958
G. E. Moore photo

Works

Moore's paradox
G. E. Moore
Principia Ethica
Principia Ethica
G. E. Moore
Moore's paradox
G. E. Moore
Principia Ethica
Principia Ethica
G. E. Moore
G. E. Moore: 3 quotes0 likes

Famous G. E. Moore Quotes

“It is raining but I do not believe that it is.”

G. E. Moore Moore's paradox

One of the statements presenting what has become known as "Moore's paradox, from a famous lecture concerning logical inconsistency in 1942, as quoted in Reason in Theory and Practice (1969) by Roy Edgley, p. 71; in which he also stated "It is not raining, but I believe that it is." These sentences are not logically contradictory, and yet it seems that no one could make a true assertion by sincerely speaking them. It is reported that Ludwig Wittgenstein, on hearing of Moore's lecture, went to Moore's house in the middle of the night to ask him to repeat it, and considered the problems presented by it Moore's greatest contributions to philosophy.
Variants:
It is raining but I don't believe that it is.
As quoted in Directives and Norms (1968) by Alf Ross, Brian Loar, p. 27.
It is raining but I don't believe that it is raining.
As quoted in Foundations of Illocutionary Logic(1985) by John R. Searle and Daniel Vanderveken, p. 19.

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