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A duopoly (from Greek δύο, duo ' two '; and πωλεῖν, polein ' to sell ') is a type of oligopoly where two firms have dominant or exclusive control over a market, and most (if not all) of the competition within that market occurs directly between them. Duopoly is the most commonly studied form of oligopoly due to its simplicity.
List of cities by GDP; List of cities by elevation; List of cities by time of continuous habitation; List of cities proper by population; List of cities with the most skyscrapers; List of cities with more than one commercial airport; List of city name changes; List of largest cities throughout history; List of national capitals; List of ghost ...
List of countries; Cities portal; External links. 2005 city population estimates for the world This page was last edited on 13 September 2024, at 00:24 (UTC). ...
Lists of cities and towns list notable cities and towns in each country, and are organized by geographic area. See Lists of cities and Lists of towns for additional lists organized in different ways, such as by size.,
Retrieved from "https://en.wikipedia.org/w/index.php?title=List_of_cities_by_country&oldid=377619657"
This is a list of national capitals, including capitals of territories and dependencies, non-sovereign states including associated states and entities whose sovereignty is disputed. The capitals included on this list are those associated with states or territories listed by the international standard ISO 3166-1 , or that are included in the ...
A city can be defined as a conditionally contiguous urban area, without regard to territorial or other boundaries inside an urban area. UNICEF defines urban area as follows: The definition of "urban" varies from country to country, and, with periodic reclassification, can also vary within one country over time, making direct comparisons difficult.
This is a list of "twin towns" or "sister cities" — that is, pairs of towns or cities in different countries which have town twinning arrangements. Note that the list is likely to always remain incomplete, since no canonical list of such arrangements exists.