algebraically closed group造句
例句與造句
- The answer turns out to be " yes ", and we call such groups algebraically closed groups.
- However algebraically closed groups are neither finitely generated nor recursively presented and so it is impossible to compare their presentations.
- The notion of an absolute presentation arises from Bernhard Neumann's study of the isomorphism problem for algebraically closed groups.
- However, a sketch of the proof that a countable group C \ can be embedded in an algebraically closed group follows.
- It's difficult to find algebraically closed group in a sentence. 用algebraically closed group造句挺難的