💡 Words with a Similar Meaning to "Superring"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| supermodulenoun | (mathematics) A particular module over a superring or superalgebra |
| superalgebranoun | (mathematics) A type of algebra used in supersymmetry. |
| superderivationnoun | (mathematics) A derivation within a superalgebra |
| supertranslationnoun | (mathematics) A translation of a superalgebra |
| subringnoun | (algebra) A ring which is contained in a larger ring, such that the multiplication and addition on the former are a restriction of those on the latter. When rings are required to have a multiplicative identity (as is standard in most branches of algebra), the subring must also have the same multiplicative identity as the larger ring. |
| supernumbernoun | (mathematics) A generalization of a complex number in a commutative superalgebra |
| hyperalgebranoun | (mathematics) The formal group ring of a formal group law. |
| idealnoun | A perfect standard of beauty, intellect etc., or a standard of excellence to aim at. |
| superscheme | — |
| subalgebranoun | (algebra) A closed subset of an algebra. |
| pseudoalgebra | — |
| submodulenoun | A module making up part of a larger module. |
| algebra over a ringnoun | (algebra) A module (over a commutative ring R) equipped with a bilinear binary operation taking values in R. |
| overringnoun | An instance of registering too large an amount on a cash register, either accidentally or fraudulently. |
| overgroupnoun | (mathematics) A supergroup. |
| matrix algebranoun | (algebra) Generically, the arithmetic of matrices, involving matrix addition, scalar multiplication of matrices, matrix multiplication, and matrix inversion. |
| alternative algebranoun | (algebra) An algebra such that every subalgebra generated by two elements is associative. |
| submultialgebranoun | (mathematics) A subset of a multialgebra |
| reduced algebranoun | (algebra, ring theory) An algebra over a reduced ring. |
| subsemiringnoun | (mathematics) A subset of a semiring that is also a semiring under the same operations as the original semiring. |
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