
Principles of Mathematics (1903), Ch. I: Definition of Pure Mathematics, p. 3
1900s
Source: The Moral Judgment of the Child (1932), Ch. 2 : Adult Constraint and Moral Realism <!-- p. 176 -->
Context: The notion of good, which generally speaking, appears later than the notion of pure duty, particularly in the case of the child, is perhaps the final conscious realization of something that is the primary condition of the moral life — the need for reciprocal affection. And since moral realism is, on the contrary, the result of constraint exercised by the adult on the child, it may perhaps be a secondary growth in comparison to the simple aspiration after good, while still remaining the first notion to be consciously realized when the child begins to reflect upon morality and to attempt formulation.
Principles of Mathematics (1903), Ch. I: Definition of Pure Mathematics, p. 3
1900s
Source: Infinite in All Directions (1988), Ch. 3 : Manchester and Athens
Context: Fifty years ago Kurt Gödel... proved that the world of pure mathematics is inexhaustible. … I hope that the notion of a final statement of the laws of physics will prove as illusory as the notion of a formal decision process for all mathematics. If it should turn out that the whole of physical reality can be described by a finite set of equations, I would be disappointed, I would feel that the Creator had been uncharacteristically lacking in imagination.
On the Hypotheses which lie at the Bases of Geometry (1873)
"Sunday Morning".
Conversations with Robertson Davies (1989)
" Readers’ beefs of the week http://whyevolutionistrue.wordpress.com/2014/09/13/readers-beefs-of-the-week-3/" September 13, 2014