git quotient造句

例句与造句

1. A GIT quotient is a categorical quotient of the locus of semistable points; i . e ., " the " quotient of the semistable locus.
2. Geometrically, the rings of invariants are the coordinate rings of ( affine or projective ) GIT quotients and they play fundamental roles in the constructions in geometric invariant theory.
3. Taking Proj ( of a graded ring ) instead of \ operatorname { Spec }, one obtains a projective GIT quotient ( which is a quotient of the set of semistable points .)
4. A GIT quotient may or may not be a geometric quotient : but both are categorical quotients, which is unique; in other words, one cannot have both types of quotients ( without them being the same ).
5. Formally, and when the algebraic group is defined over the complex numbers \ mathbb { C }, the G-character variety is the spectrum of prime ideals of the ring of invariants ( i . e ., the GIT quotient)
6. It's difficult to find git quotient in a sentence. 用git quotient造句挺难的
7. If the stabilizers of the geometric points are finite and reduced, then it is a Deligne Mumford stack . [ X / G ] \ to X / \ ! / G is a bijection from the set of isomorphism classes to the set of closed points in the GIT quotient of " X " by " G " . reference ?-->