例句與造句

1. Let us first discuss representations acting on finite-dimensional complex vector spaces.
2. When is a real or complex vector space, Grassmannians are compact smooth manifolds.
3. A motivating special case is a sesquilinear form on a complex vector space,.
4. The cones are respectively complex vector spaces without the origin, and the conifold.
5. As above, we let be an-dimensional complex vector space equipped with a nondegenerate bilinear form.
6. It's difficult to find complex vector spaces in a sentence. 用complex vector spaces造句挺難的
7. The complex vector space and physical observables are identified with Hermitian operators that act on this Hilbert space.
8. If is a basis for the complex vector space then is a basis for the underlying real space.
9. Thus, for example, the two-dimensional complex vector space can be given a real structure.
10. A representation on a complex vector space can also be isomorphic to the dual representation of its complex conjugate.
11. When the scalar field is the complex numbers, it is called a " complex vector space ".
12. The complexification of a real vector space results in a complex vector space ( over the complex number field ).
13. Vect "'C "', from the category of real vector spaces to the category of complex vector spaces.
14. Every complex vector space can be equipped with a compatible complex structure, however, there is in general no canonical such structure.
15. Consider a complex vector space K equipped with an indefinite hermitian form \ langle \ cdot, \, \ cdot \ rangle.
16. Over a complex vector space, one often works with sesquilinear forms ( conjugate-linear in one argument ) instead of bilinear forms.
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