subvariety การใช้

• I'm a Wikignome, of the Category Gnome subvariety.
• One thinks of this point as the generic point for the subvariety.
• In fact, a projective subvariety of an affine variety must have dimension zero.
• Semianalytic sets are contained in a real-analytic subvariety of the same dimension.
• I had the sort of father Kropp recommends, of the tweedy, professorial subvariety.
• However, subanalytic sets are not in general contained in any subvariety of the same dimension.
• These show that the Grassmannian embeds as an algebraic subvariety of and give another method of constructing the Grassmannian.
• It is not hard to see that a semialgebraic set lies inside an algebraic subvariety of the same dimension.
• For quasi-projective varieties, it is obvious that any finite subset is contained in an open affine subvariety.
• Or in other words take the largest abelian subvariety of " J " 1 on which ? is trivial.
• :: : Simply because somebody created a stub named " Khuzestani Arabic " doesn't make it a recognized subvariety.
• If " X " is not a torsion subvariety, then there is an \ epsilon > 0 such that the set
• Uses the Bergman operators to construct an explicit biholomorphism between " X " and a algebraic subvariety of complex projective space.
• Of varieties is a kind of'large'subvariety of X which is'crushed'by f, in a certain definite sense.
• From this perspective, a blowup is the universal ( in the sense of category theory ) way to turn a subvariety into a Cartier divisor.
• In the language of algebraic geometry, this is the codimension of the subvariety of Spec ( R ) corresponding to "'I " '.
• They are special in that they lie on a subvariety & ndash; they satisfy a polynomial equation ( as the determinant is a polynomial in the entries ).
• As a consequence of the Riemann-Roch theorem, such a curve can be embedded as a closed subvariety in "'P "'2.
• One subvariety, referenced as Tejano English, is used mainly in southern Texas, and New Mexican English is used in central and northern New Mexico and southern Colorado.
• This property fails for Hironaka's example : a two-points set consisting of a point in each of the exceptional curves is not contained in any open affine subvariety.