例句與造句

1. The notion of approximate tangent spaces is very closely related to that of rectifiable sets.
2. Loosely speaking, rectifiable sets are precisely those for which approximate tangent spaces exist almost everywhere.
3. It would be reasonable to say it has an approximate tangent space \ mathbb { R } \ times \ { 0 \ } with multiplicity two.
4. One can generalize the previous definition and proceed to define approximate tangent spaces for certain Radon measures, allowing for multiplicities as explained in the section above.
5. The Grassmannian is used to allow the construction of analogs to differential forms as duals to vector fields in the approximate tangent space of the set \ Omega.
6. It's difficult to find approximate tangent space in a sentence. 用approximate tangent space造句挺難的
7. Then at each point x of the reduced boundary \ partial ^ * E there exists a multiplicity one approximate tangent space T _ x of | D \ chi _ E |, i . e . a codimension-1 subspace T _ x of \ mathbb { R } ^ n such that