About: Cyclic algebra

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In algebra, a cyclic division algebra is one of the basic examples of a division algebra over a field, and plays a key role in the theory of central simple algebras.

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  • In algebra, a cyclic division algebra is one of the basic examples of a division algebra over a field, and plays a key role in the theory of central simple algebras. (en)
  • 数学、とくに代数的整数論において、巡回多元環（じゅんかいたげんかん、英: cyclic algebra）とは、体の巡回拡大から構成される中心的単純環の一種で、一般四元数環の一般化。 (ja)
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  • In algebra, a cyclic division algebra is one of the basic examples of a division algebra over a field, and plays a key role in the theory of central simple algebras. (en)
  • 数学、とくに代数的整数論において、巡回多元環（じゅんかいたげんかん、英: cyclic algebra）とは、体の巡回拡大から構成される中心的単純環の一種で、一般四元数環の一般化。 (ja)
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  • Cyclic algebra (en)
  • 巡回多元環 (ja)
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