Instead of the greatest happiness for the greatest number, one should demand, more modestly, the least amount of avoidable suffering for all; and fur… - Karl Popper

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Instead of the greatest happiness for the greatest number, one should demand, more modestly, the least amount of avoidable suffering for all; and further, that unavoidable suffering — such as hunger in times of an unavoidable shortage of food — should be distributed as equally as possible.

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About Karl Popper

Sir Karl Raimund Popper (28 July 1902 – 17 September 1994) was an Austrian-British philosopher, academic and social commentator. One of the 20th century's most influential philosophers of science, Popper is known for his rejection of the classical inductivist views on the scientific method in favour of empirical falsification. According to Popper, a theory in the empirical sciences can never be proven, but it can be falsified, meaning that it can (and should) be scrutinised with decisive experiments. Popper was opposed to the classical justificationist account of knowledge, which he replaced with critical rationalism, namely "the first non-justificational philosophy of criticism in the history of philosophy".

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Also Known As

Native Name: Karl Raimund Popper
Alternative Names: Karl Raimund Popper Sir Karl Raimund, Sir Popper Sir Karl Raimund Popper

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Additional quotes by Karl Popper

... the attempt to make heaven on earth invariably produces hell. It leads to intolerance. It leads to religious wars, and to the saving of souls through the inquisition. And it is, I believe, based on a complete misunderstanding of our moral duties. It is our duty to help those who need help; but it cannot be our duty to make others happy, since this does not depend on us, and since it would only too often mean intruding on the privacy of those towards whom we have such amiable intentions.

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I assert
(1) There is no method of discovering a scientific theory.
(2) There is no method of ascertaining the truth [i.e., verification] of a scientific hypothesis...
(3) There is no method of ascertaining whether a hypothesis is 'probable', in the sense of the probability calculus.

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