. "In mathematics, a monothetic group is a topological group with a dense cyclic subgroup. They were introduced by Van Dantzig. An example is the additive group of p-adic integers, in which the integers are dense. A monothetic group is necessarily abelian."@en . . . . "In mathematics, a monothetic group is a topological group with a dense cyclic subgroup. They were introduced by Van Dantzig. An example is the additive group of p-adic integers, in which the integers are dense. A monothetic group is necessarily abelian."@en . "Inom matematiken \u00E4r en monotetisk grupp, introducerade av Van Dantzig, en topologisk grupp med en t\u00E4t cyklisk delgrupp. Ett exempel \u00E4r additiva gruppen av p-adiska heltal, d\u00E4r heltalen \u00E4r t\u00E4ta. En monotetisk grupp \u00E4r alltid abelsk."@sv . . . . . "Inom matematiken \u00E4r en monotetisk grupp, introducerade av Van Dantzig, en topologisk grupp med en t\u00E4t cyklisk delgrupp. Ett exempel \u00E4r additiva gruppen av p-adiska heltal, d\u00E4r heltalen \u00E4r t\u00E4ta. En monotetisk grupp \u00E4r alltid abelsk."@sv . . . . . "Monotetisk grupp"@sv . . . . . . . . "34626783"^^ . . . "1043537607"^^ . "1389"^^ . "Monothetic group"@en . . . . . . .