Encyclopedia results for Subvariety

1. Subvariety
   dablink For the mathematical meanings, see algebraic variety and universal algebra . In botanical nomenclature, a subvariety subvarietas is a taxonomic rank below that of Variety biology variety varie ...
   
   
   
2. Exceptional divisor
   rightarrow Y math of varieties is a kind of large subvariety of math X math which is crushed by math ... X math and math Y math . A codimension 1 subvariety math Z subset X math is said to be exceptional ..
   
   
   
3. Hyperplane section
   of view, the most interesting case is when X is an algebraic subvariety &mdash for more general cases ... therefore that X is V , a subvariety not lying completely in any H , the hyperplane sections ..
   
   
   
4. Semialgebraic set
   logic . Properties Similarly to algebraic subvariety algebraic subvarieties , finite unions .... It is not hard to see that a semialgebraic set lies inside an algebraic subvariety of the same dimension ..
   
   
   
5. Divisor (algebraic geometry)
   In algebraic geometry , divisors are a generalization of subvariety subvarieties of algebraic varieties ... s, and in this case the Cartier divisor defines an associated subvariety of codimension 1. To every ..
   
   
   
6. Chow ring
   classical language, we want a subvariety V of the product family two of whose fibers are Y and Z ... of the subvariety that is, the difference between it ..
   
   
   
7. Fujiki class C
   M be a compact manifold of Fujiki class C, and math X subset M math its complex subvariety. Then X is also ..., the Douady space of X that is, the moduli space moduli of deformations of a subvariety math X subset ..
   
   
   
8. Jacobian variety
   In mathematics , the Jacobian variety of a non singular algebraic curve C of genus mathematics genus g &ge 1 is a particular abelian variety J , of dimension g . The curve C is a subvariety of J , and ...
   
   
   
9. Form (botany)
   botany Subvariety Variety plant Cultivar Hybrid biology Race biology botany stub Category botanical ..
   
   
   
10. Nilpotent cone
    cone is an algebraic variety irreducible subvariety of math mathfrak g math considered as a math k math ..
    
    
    
11. Height (ring theory)
    of algebraic geometry , this is the codimension of the subvariety of Spec R corresponding to I ref ..
    
    
    
12. Localization of a category
    , given an abelian subvariety A sub 1 sub of A , there is another subvar ..
    
    
    
13. PlĂĽcker embedding
    subspaces of a vector space V , such as R sup n sup or C sup n sup , as a subvariety or submanifold ..
    
    
    
14. MV-algebra
    , MV algebras form a variety universal algebra variety of algebras. The variety of MV algebras is a subvariety ..
    
    
    
15. Ternary name
    abbreviation var. subvarietas subvariety recommended abbreviation subvar. forma form botany ..
    
    
    
16. Theta-divisor
    by the zero locus of the associated Riemann theta function . It is therefore an algebraic subvariety ..
    
    
    
17. Prym variety
    words take the largest abelian subvariety of J sub 1 sub , on which &psi is trivial. The theory ..
    
    
    
18. Hilbert scheme
    subvariety on a symmetric square of math M math . It was used by Mark Haiman in his proof of the positivity ..
    
    
    
19. Baghdad Arabic (Jewish)
    . This is a subvariety of Judeo Iraqi Arabic . Jews in Baghdad used to speak Jewish Baghdadi at home ..
    
    
    
20. Baghdad Arabic
    of commerce and education. It is a subvariety of Iraqi Arabic . An interesting sociolinguistic ..
    
    
    
21. Resolution of singularities
    is proper is needed to exclude trivial solutions, such as taking X&prime to be the subvariety of non ..
    
    
    
22. Abstract variety
    subspace of P sup n sup , and an open affine subvariety of the projective variety. The problem ..
    
    
    
23. Schubert variety
    In mathematics, a Schubert variety is a certain algebraic variety subvariety of a Grassmannian , usually with Mathematical singularity singular points . Described by means of linear algebra , a typical ..
    
    
    
24. Riemannâ??Hilbert correspondence
    of differential equations on X , and a local system on a subvariety is something like a description ..
    
    
    
25. Base locus
    In mathematics , specifically algebraic geometry , the base locus of a linear system of divisors on a Algebraic variety variety refers to the subvariety of points common to all divisors in the linear ...