例句與造句

1. In higher dimensions this is no longer true : varieties can have many different nonsingular projective models.
2. Surfaces have many different nonsingular projective models ( unlike the case of curves where the nonsingular projective model is unique ).
3. Surfaces have many different nonsingular projective models ( unlike the case of curves where the nonsingular projective model is unique ).
4. Later, Felix Klein realized that Cayley's ideas give rise to a projective model of the non-Euclidean plane.
5. Every algebraic curve has a unique nonsingular projective model, which means that all resolution methods are essentially the same because they all construct this model.
6. It's difficult to find projective model in a sentence. 用projective model造句挺難的
7. The Riemann Zariski space of a curve over an algebraically closed field " k " with function field " K " is the same as the nonsingular projective model of it.
8. :: "'Further question "': regarding interpretations of the geometric algebra, I'm aware of both the projective model ( 4 basis vectors for 3-dimensional space ) and the conformal model ( 5 basis vectors for 3-dimensional space ).
9. In fact, there are always " two " candidates for distinct model structures : in one, the so-called projective model structure, fibrations and weak equivalences are those maps of functors which are fibrations and weak equivalences when evaluated at each object of " C ".
10. In geometry, the "'Beltrami Klein model "', also called the "'projective model "', "'Klein disk model "', and the "'Cayley Klein model "', is a model of hyperbolic geometry in which points are represented by the points in the interior of the unit disk ( or " n "-dimensional unit ball ) and lines are represented by the ideal endpoints on the boundary sphere.