primitive element theorem造句
例句與造句
- The primitive element theorem states a finite separable extension is simple.
- Many extensions are of this type; see the primitive element theorem.
- The primitive element theorem classifies such extensions.
- *PM : proof of primitive element theorem, id = 3912-- WP guess : proof of primitive element theorem-- Status:
- *PM : proof of primitive element theorem, id = 3912-- WP guess : proof of primitive element theorem-- Status:
- It's difficult to find primitive element theorem in a sentence. 用primitive element theorem造句挺難的
- *PM : proof of primitive element theorem, id = 5725-- WP guess : proof of primitive element theorem-- Status:
- *PM : proof of primitive element theorem, id = 5725-- WP guess : proof of primitive element theorem-- Status:
- Let be a number field ( i . e ., a finite extension of \ mathbb Q, the set of rational numbers ), in other words, K = \ mathbb { Q } ( \ theta ) for some algebraic number \ theta \ in \ mathbb { C } by the primitive element theorem.
- Conversely, the primitive element theorem states that any finite separable field extension " L " / " K " can be generated by a single element " ? " " " L " and the preceding theory then gives a concrete description of the field " L " as the quotient of the polynomial ring " K " [ " X " ] by a principal ideal generated by an irreducible polynomial " p ".