- closed group index
- индекс закрытой группы абонентов
English-Russian dictionary of telecommunications and their abbreviations. A.V. Alexandrov.. 2004.
English-Russian dictionary of telecommunications and their abbreviations. A.V. Alexandrov.. 2004.
index — A specialized average. Stock indexes may be calculated by establishing a base against which the current value of the stocks, commodities, bonds, etc., will change; for example, the S&P 500 index uses the 1941 1943 market value of the 500 stocks… … Financial and business terms
group — Synonyms and related words: American, Art Nouveau, Ashcan school, Barbizon, Bauhaus, Bolognese, British, Bund, Cobra, Dutch, Flemish, Fontainebleau, French, German band, Italian, Mannerist, Milanese, Modenese, Momentum, Neapolitan, New York,… … Moby Thesaurus
Closed captioning — Jack Foley created the CC in a TV symbol while senior graphic designer at WGBH. Closed captioning is the process of displaying text on a television, video screen or other visual display to provide additional or interpretive information to… … Wikipedia
Closed-circuit television — CCTV redirects here. For other uses, see CCTV (disambiguation). For the Chinese television station, see China Central Television. Surveillance cameras on a corner. Closed circuit television (CCTV) is the use of video cameras to transmit a signal… … Wikipedia
Index of chess articles — Contents 1 Books 2 General articles 2.1 0–9 2.2 A … Wikipedia
Group 13 — The Group Thirteen network ( pl. Trzynastka, Yddish: Das Draitzental ) was a Jewish collaborationist organisation in the Warsaw Ghetto during the Second World War. The Thirteen took its informal name from the address of its main office in Leszno… … Wikipedia
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Orthogonal group — Group theory Group theory … Wikipedia
Case Closed — First volume of the ori … Wikipedia
Profinite group — In mathematics, profinite groups are topological groups that are in a certain sense assembled from finite groups; they share many properties with their finite quotients. Definition Formally, a profinite group is a Hausdorff, compact, and totally… … Wikipedia