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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.

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  • Monothetic group (en)
  • Monotetisk grupp (sv)
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  • 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 är en monotetisk grupp, introducerade av Van Dantzig, en topologisk grupp med en tät cyklisk delgrupp. Ett exempel är additiva gruppen av p-adiska heltal, där heltalen är täta. En monotetisk grupp är alltid abelsk. (sv)
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  • 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 är en monotetisk grupp, introducerade av Van Dantzig, en topologisk grupp med en tät cyklisk delgrupp. Ett exempel är additiva gruppen av p-adiska heltal, där heltalen är täta. En monotetisk grupp är alltid abelsk. (sv)
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