
and thus is one of the previous two types of problem
Source: Solving Mathematical Problems (2nd ed., 2006), Ch. 1 : Strategies in problem solving
Source: Language, Truth, and Logic (1936), p. 49.
Context: The problem of induction is, roughly speaking, the problem of finding a way to prove that certain empirical generalizations which are derived from past experience will hold good also in the future. There are only two ways of approaching this problem on the assumption that it is a genuine problem, and it is easy to see that neither of them can lead to its solution.
and thus is one of the previous two types of problem
Source: Solving Mathematical Problems (2nd ed., 2006), Ch. 1 : Strategies in problem solving
“Finding a mechanism does not bypass the problem of induction.”
Source: Think (1999), Chapter Six, Reasoning, p. 227
Source: The Principles of Science: A Treatise on Logic and Scientific Method (1874) Vol. 1, p. 14
Source: The Emergence Of Probability, 1975, Chapter 4, Evidence, p. 31.
Source: Interview with USA Today, "Mankind Must Find a New Self Awareness", Dan Neuharth and Miles White, December 14, 1982
Source: The Rainbow: From Myth to Mathematics (1959), p. 88
Source: The Intelligent Investor: The Classic Text on Value Investing (1949), Chapter I, What the Intelligent Investor Can Accomplish, p. 7