hyperplane theorem造句
例句与造句
- The initial applications were to analogues of the Lefschetz hyperplane theorems.
- It immediately implies the injectivity part of the Lefschetz hyperplane theorem.
- The supporting hyperplane theorem is a special case of the Hahn Banach theorem of functional analysis.
- These two convex, non-intersecting sets allow us to apply the separating hyperplane theorem.
- The topology of hyperplane sections is studied in the topic of the Lefschetz hyperplane theorem and its refinements.
- It's difficult to find hyperplane theorem in a sentence. 用hyperplane theorem造句挺难的
- The results include the Lefschetz hyperplane theorem, the hard Lefschetz theorem, and the Hodge-Riemann bilinear relations.
- These results are used by the theory of convex minimization along with geometric notions from functional analysis ( in Hilbert spaces ) such as the Hilbert projection theorem, the separating hyperplane theorem, and Farkas'lemma.
- To prove the converse, i . e ., every convex set may be represented as such intersection, one needs the supporting hyperplane theorem in the form that for a given closed convex set and point outside it, there is a closed half-space that contains and not.