intersection product造句

The multiplicity of in the intersection product is defined by
Cycles up to rational equivalence form a graded ring, the Chow ring, whose multiplication is given by the intersection product.
The first form is typically called the " intersection product " and the 2nd the " torsion linking form ".
Assuming the manifold " M " is smooth, the intersection product is computed by perturbing the homology classes to be transverse and computing their oriented intersection number.
.. . if and are subvarieties of a non-singular variety, the intersection product should be an equivalence class of algebraic cycles closely related to the geometry of how, and are situated in.
It's difficult to find intersection product in a sentence. 用intersection product造句挺难的

Combined, this gives a map H _ i M \ otimes H _ j M \ to H _ { i + j-n } M, which is the " intersection product " strictly speaking it is a generalization of the intersection product above, but it is also called the intersection product.
Combined, this gives a map H _ i M \ otimes H _ j M \ to H _ { i + j-n } M, which is the " intersection product " strictly speaking it is a generalization of the intersection product above, but it is also called the intersection product.
Combined, this gives a map H _ i M \ otimes H _ j M \ to H _ { i + j-n } M, which is the " intersection product " strictly speaking it is a generalization of the intersection product above, but it is also called the intersection product.