# galois cohomology造句

## 例句與造句

- The former is related to the
*Galois cohomology*groups of F. - It can also be defined in terms of
*Galois cohomology*. - The
*Galois cohomology*of this group scheme is a way of expressing Kummer theory. - Over a field, the extensions are parametrized by elements of the corresponding
*Galois cohomology*group. - The study of the
*Galois cohomology*of idele class groups is a central matter in class field theory. - It's difficult to find
*galois cohomology*in a sentence. 用*galois cohomology*造句挺難的 - In turn, this led to the notion of
*Galois cohomology*and 閠ale cohomology ( which builds on it ). *Galois cohomology*makes no assumption that Galois groups are abelian groups, so that this was a non-abelian theory.- These isomorphism classes form the non-abelian
*Galois cohomology*set H ^ 1 ( F, G _ 2 ). - The earliest results identifiable as
*Galois cohomology*had been known long before, in algebraic number theory and the arithmetic of elliptic curves. - It leads at once to questions of
*Galois cohomology*, since the torsors represent classes in group cohomology " H " 1. - The needs of number theory were in particular expressed by the requirement to have control of a local-global principle for
*Galois cohomology*. - Through an isomorphism, it can be associated with a symbol ( a, P ) in the second
*Galois cohomology*of the field k. - This may now be explained quickly by
*Galois cohomology*( which however postdates the introduction of the term by more direct use of Clifford algebras ). - This can be proved using additive counterparts of the methods involved in Kummer theory, such as Hilbert's theorem 90 and additive
*Galois cohomology*. - Firstly,
*Galois cohomology*appeared as the foundational layer of 閠ale cohomology theory ( roughly speaking, the theory as it applies to zero-dimensional schemes ).

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