
Source: Less Than Nothing (2012), Chapter One (The Drink Before), Vacillating The Semblances
"Intelligent Machinery." This passage was one of the epigraphs to Cryptonomicon, the influential novel by Neal Stephenson, in which Turing was a fictionalized character. It shared a page with a quote from Imelda Marcos.
Source: Less Than Nothing (2012), Chapter One (The Drink Before), Vacillating The Semblances
Session 907, Page 271
Dreams, Evolution and Value Fulfillment, Volume One (1986)
“It is the message, not the man, which is important to the Sufis.”
Source: The Sufis
A Short History of Christianity (2011)
Calvin Mooers (1950). " Information retrieval viewed as temporal signaling http://www.mathunion.org/ICM/ICM1950.1/Main/icm1950.1.0565.0576.ocr.pdf#page=8". Proceedings of the International Congress of Mathematicians. Vol. 1, S.572-573
Pure Phenomenology, 1917
“Problem 9. What is the correspondence between cellular automata and continuous systems?”
(originally published in 1985 in Physica Scripta T9: 170–183)
Context: Problem 9. What is the correspondence between cellular automata and continuous systems?
Cellular automatat are discrete in several respects. First, they consist of a discrete spatial lattice of sites. Second, they evolve in discrete steps. And finally, each site has only a finite discrete set of possible values.
The first two forms of discreteness are addressed in the numerical analysis of approximate solutions to, say, differential equations....
The third form of discreteness in cellular automata is not so familiar from numerical analysis. It is an extreme form of round-off, in which each "number" can have only a few possible values (rather than the usual 216 or 232).
Source: Mathematical Thought from Ancient to Modern Times (1972), p. 177
Context: Closely related to the problem of the parallel postulate is the problem of whether physical space is infinite. Euclid assumes in Postulate 2 that a straight-line segment can be extended as far as necessary; he uses this fact, but only to find a larger finite length—for example in Book I, Propositions 11, 16, and 20. For these proofs Heron gave new proofs that avoided extending the lines, in order to meet the objection of anyone who would deny that the space was available for the extension.
On being scolded by her neighbors in Barbados for singing too loudly in the shower. Allure magazine, January 2008.