sheaf cohomology造句

Sheaf cohomology can be identified with a type of Ext group.
However, computing sheaf cohomology using injective resolutions is nearly impossible.
This provides a method of computing sheaf cohomology using ech cohomology.
The definition is rarely used directly to compute sheaf cohomology.
Another approach to relating ech cohomology to sheaf cohomology is as follows.
It's difficult to find sheaf cohomology in a sentence. 用sheaf cohomology造句挺难的

There are analogues of the above statements for singular cohomology and sheaf cohomology.
The long exact sequence of sheaf cohomology shows that we have an exact sequence
The definition of sheaf cohomology as a derived functor also works on a site.
See for example Cartan's theorems A and B, relating to sheaf cohomology.
For arbitrary topological spaces, ech cohomology can differ from sheaf cohomology in higher degrees.
However, they are false for epimorphisms, and their failure is measured by sheaf cohomology.
As a consequence, it can become possible to compare sheaf cohomology with other cohomology theories.
This is therefore a recollection of the sheaf cohomology of \ mathcal O ( E ).
The general Kodaira-Spencer theory identifies as the key to the deformation theory the sheaf cohomology group
These subjects often involve constructing global Hodge theorem have been generalized or understood better using sheaf cohomology.

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