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Field (mathematics)

| 🗖 nosplit | ↑ parent "Ring" | words: 81 | descendant words: 1k | descendants: 9
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A ring where multiplication is commutative and there is always an inverse.
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A field can be seen as an Abelian group that has two group operations: addition and multiplication, and they are compatible (distributive property).
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Basically the nicest, least restrictive, 2-operation type of algebra.
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Ancestors

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