Reported in: Memorabilia Mathematica by Robert Edouard Moritz, quote #129.
The Architecture of Theories (1891)
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.
"The Departments of Mathematics, and their Mutual Relations," Journal of Speculative Philosophy, Vol. 5, p. 164. Reported in Moritz (1914)
Journals
Source: Kindergarten Chats (1918), Ch. 4 : The Garden
Context: Is it not Canon Hole who says: "He who would have beautiful roses in his garden, must have beautiful roses in his heart: he must love them well and always"? So, the flowers of your field, in so far as I am gardener, shall come from my heart where they reside in much good will; and my eye and hand shall attend merely to the cultivating, the weeding, the fungous blight, the noxious insect of the air, and the harmful worm below.
And so shall your garden grow; from the rich soil of the humanities it will rise up and unfold in beauty in the pure air of the spirit.
So shall your thoughts take up the sap of strong and generous impulse, and grow and branch, and run and climb and spread, blooming and fruiting, each after its kind, each flowing toward the fulfillment of its normal and complete desire. Some will so grow as to hug the earth in modest beauty; others will rise, through sunshine and storm, through drought and winter's snows year after year, to tower in the sky; and the birds of the air will nest therein and bring forth their young.
Such is the garden of the heart: so oft neglected and despised when fallow.
Verily, there needs a gardener, and many gardens.
Source: 1850s, An Investigation of the Laws of Thought (1854), p. 3: as cited in: John Cohen (1966) A new introduction to psychology. p. 121
Pure Theory of Law (revised ed., 1960), 1. The “Pure” Theory
Source: Die Mathematik die Fackelträgerin einer neuen Zeit (Stuttgart, 1889), p. 94.
Our Mathematical Universe: My Quest for the Ultimate Nature of Reality (2014)
Replies when he asked the reasons why he supported the Intelligent Design movement, in his interview with the Boston Globe (27 July 2005)
Context: I'm not pushing to have [ ID ] taught as an alternative to Darwin, and neither are they... What’s being pushed is to have Darwinism critiqued, to teach there’s a controversy. Intelligent design itself does not have any content... Much of what I've written about has been in reaction to the materialist superstition, the belief that the universe is a purely material phenomenon that can be reduced to physical and chemical laws. It's a concept that's infected the social sciences as well.
Epilogue, p. 410
The Theory of Gambling and Statistical Logic (Revised Edition) 1977
