Some articles on group, zone group, groups:
Lithuania Davis Cup Team - Results - 2000–2009
... Year Group Team Round Date Location Surface Opponent Score Outcome 2000 Europe/Africa Zone Group II Aivaras Balžekas, Rolandas Muraška, Paulius Jurkėnas 1R 28–30 April Šiauliai ...
... Year Group Team Round Date Location Surface Opponent Score Outcome 2000 Europe/Africa Zone Group II Aivaras Balžekas, Rolandas Muraška, Paulius Jurkėnas 1R 28–30 April Šiauliai ...
Bulgaria Davis Cup Team - Recent Performances - 2010s
... Year Competition Date Location Opponent Score Result 2010 Europe/Africa Zone Group II, 1st Round 05–07 March Sofia (BUL) Monaco 3–2 Win Europe/Africa Zone Group II, Quarterfinal 09–11 July Otočec (SLO ...
... Year Competition Date Location Opponent Score Result 2010 Europe/Africa Zone Group II, 1st Round 05–07 March Sofia (BUL) Monaco 3–2 Win Europe/Africa Zone Group II, Quarterfinal 09–11 July Otočec (SLO ...
Bulgaria Davis Cup Team - Recent Performances - 2000s
... Opponent Score Result 2000 Euro/African Zone Group II, 1st Round 28–30 April Sofia (BUL) Greece 2–3 Loss Euro/African Zone Group II, Relegation Play-off 21–23 July Sofia (BUL) Israel 2–3 ...
... Opponent Score Result 2000 Euro/African Zone Group II, 1st Round 28–30 April Sofia (BUL) Greece 2–3 Loss Euro/African Zone Group II, Relegation Play-off 21–23 July Sofia (BUL) Israel 2–3 ...
Group Homomorphism
... In mathematics, given two groups (G, *) and (H, ·), a group homomorphism from (G, *) to (H, ·) is a function h G → H such that for all u and v in G it holds that where the ... can say that h "is compatible with the group structure" ... A more recent trend is to write group homomorphisms on the right of their arguments, omitting brackets, so that h(x) becomes simply x h ...
... In mathematics, given two groups (G, *) and (H, ·), a group homomorphism from (G, *) to (H, ·) is a function h G → H such that for all u and v in G it holds that where the ... can say that h "is compatible with the group structure" ... A more recent trend is to write group homomorphisms on the right of their arguments, omitting brackets, so that h(x) becomes simply x h ...
8 Ball Bunny - Censorship
... is edited to remove the part where one of the natives runs to warn the group of "bwana" Humphrey Bogart coming and the group scattering ... was replaced with a frozen shot of Bogart's feet while the sound of the group muttering and fleeing was heard ...
... is edited to remove the part where one of the natives runs to warn the group of "bwana" Humphrey Bogart coming and the group scattering ... was replaced with a frozen shot of Bogart's feet while the sound of the group muttering and fleeing was heard ...
Famous quotes containing the words iii, zone and/or group:
“Knavery seems to be so much a the striking feature of its inhabitants that it may not in the end be an evil that they will become aliens to this kingdom.”
—George III (1738–1820)
“In the zone of perdition where my youth went as if to complete its education, one would have said that the portents of an imminent collapse of the whole edifice of civilization had made an appointment.”
—Guy Debord (b. 1931)
“There is nothing in the world that I loathe more than group activity, that communal bath where the hairy and slippery mix in a multiplication of mediocrity.”
—Vladimir Nabokov (1899–1977)
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