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1-85798-174-X. OCLC. 30834713. Website. Official website. Permutation City is a 1994 science-fiction novel by Greg Egan that explores many concepts, including quantum ontology, through various philosophical aspects of artificial life and simulated reality. Sections of the story were adapted from Egan's 1992 short story "Dust", which dealt with ...
Conformal cyclic cosmology (CCC) is a cosmological model in the framework of general relativity and proposed by theoretical physicist Roger Penrose. In CCC, the universe iterates through infinite cycles, with the future timelike infinity (i.e. the latest end of any possible timescale evaluated for any point in space) of each previous iteration being identified with the Big Bang singularity of ...
Crane Carrier Company ( CCC) is a manufacturer that specializes in construction truck and garbage truck chassis. Located in New Philadelphia, Ohio, it was established by Robert Zeligson in 1946, along with the affiliated Zeligson Trucks. Since 2021, CCC has been owned by electric vehicle developer Battle Motors.
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The Cavaliers AudioVerse is an American radio network composed of 19 radio stations which carry English-language coverage of the Cleveland Cavaliers, a professional basketball team in the National Basketball Association (NBA). Cleveland sister stations WTAM ( 1100 AM) and WMMS ( 100.7 FM) serve as the network's two flagships; WTAM also relays ...
The Chaos Computer Club (CCC) is Europe's largest association of hackers with 7,700 registered members. Founded in 1981, the association is incorporated as an eingetragener Verein in Germany, with local chapters (called Erfa-Kreise) in various cities in Germany and the surrounding countries, particularly where there are German-speaking communities.
Chaos Communication Camp. The Chaos Communication Camp (also known as CCCamp) is an international meeting of hackers that takes place every four years, organized by the Chaos Computer Club (CCC). [1] So far all CCCamps have been held near Berlin, Germany.
Furthermore, the ccc property is preserved by finite support iterations (see iterated forcing). For more information on ccc in the context of forcing, see Forcing (set theory) § The countable chain condition. More generally, if κ is a cardinal then a poset is said to satisfy the κ-chain condition if every antichain has size less than κ.