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Roger Penrose

Penrose, Roger. The Emperor s New Mind Concerning Computers, Minds, and the Laws of Physics. New York Oxford University Press, 1989. [Pg.2092]

Peltier Jean Charles Athanase (1785-1845) Fr. phys., watchmaker, discovered a thermo-electric reduction of temperature which effect is named after him Penrose Roger (1931-) US. math., suggesting that all calculation about both micro- and macro- worlds should use complex numbers, (requires reformulation of major laws of physics) proposed a new model of universe whose building blocks he called twisters (Penrose s tiling). [Pg.466]

The publication of this paper led to a stampede of research, both experimental and theoretical, and an examination of earlier studies by eminent people like Roger Penrose and Alan Mackay in England about the possibilities of filling space by tiling with two distinct populations of tiles, as illustrated in Figure 10.8. This is the basis of quasicrystalline structure. [Pg.416]

In structure, the quasicrystal relates to the Penrose tile structures (polygon), originally proposed by Roger Penrose, a mathematician at Oxford University. See Crystal. [Pg.71]

Figure 1-12. Roger Penrose, 2000 (photograph by the authors) and a Penrose tiling. Figure 1-12. Roger Penrose, 2000 (photograph by the authors) and a Penrose tiling.
Quoted in Roger Penrose, "The Great Diversifier, a review of Freeman Dyson, From Eros to Gaia, in the New York Review of Books, March 4, 1993, p. 5. [Pg.431]

But whether low-entropy or equivalently high-negentropy boundary conditions are one-time, or two-time in oscillating cosmologies [61,62,101-105], Dr. Roger Penrose s central... [Pg.239]

Dr. Roger Penrose s concerns Both sides of the inflation issue... [Pg.242]

Dr. Roger Penrose, private communications, at the 27th Texas Symposium on Relativistic Astrophysics, held at the Fairmont Hotel in Dallas, Texas, December 8-13, 2013. [Internet]. 2013. Available from nsm.utdallas.edu/texas2013/ [Accessed 2015-12-05]... [Pg.256]

Roger Penrose (1989) The Emperor s New Mind, Vintage, London. [Pg.154]

Penrose, Sir Roger (1931- ) British mathematician and physicist. Penrose was the first to point out that singularities are inevitable features of the general theory of relativity. He has made other important contributions to the theory of relativity and its quantization, including his work on twistor theory. He also discovered Penrose patterns, which are a two-dimensional analogue of quasicrystals. See also Hawking, Stephen William. [Pg.606]

Roger Penrose in 1969. See also Blanoforo-Znajek process. [Pg.606]

Hodges, A. (2000). Uncomputability in the work of Alan Turing and Roger Penrose. Available from http //www.turing.org.uk/philosophy/lecturel.html... [Pg.121]


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See also in sourсe #XX -- [ Pg.131 ]




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