classification theorems造句

Such questions are intimately related to deep measure-classification theorems.
The Dieudonn?Manin classification theorem was proved by and.
See the classification theorem for surfaces for more details.
Near non-regular points, the above classification theorem does not apply.
The Dieudonn? Manin classification theorem was proved by and.
It's difficult to find classification theorems in a sentence. 用classification theorems造句挺难的

This can be proved using the classification theorem.
This classification is essentially a variant of Maharam's classification theorem for separable measure algebras.
In summary, we have the following classification theorem first proved in 1893 by E . H . Moore:
Roger Howe proved a classification theorem, which states that in the irreducible case, those pairs exhaust all possibilities.
This classification theorem identifies several infinite families of groups as well as 26 additional groups which do not fit into any family.
In the last 20 years, there have been many works trying to find a measure-classification theorem similar to Margulis.
Thanks to the classification theorem, such questions can sometimes be answered by checking each family of simple groups and each sporadic group.
The classification theorem for AF-algebras serves as a prototype for classification results for larger classes of nuclear stably finite C *-algebras.
Much of his work has involved hard classification theorems in geometry, but his well known book on convex polytopes contains plenty of nice combinatorial formulae.
The main argument used in the proof of the original structure theorem is the standard classification theorem for finitely generated modules over a principal ideal domain.

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