euler vector造句
例句与造句
- We obtain 1-homogeneous vector fields by multiplying the Euler vector field by such functions.
- Therefore, any orientation can be represented by a rotation vector ( also called Euler vector ) that leads to it from the reference frame.
- There exists a remarkable section of this sheaf, the Euler vector field, tautologically defined by associating to a point of the vector space the identically associated tangent vector ( " ie . " itself : it is the identity map seen as a vector field ).
- It's difficult to find euler vector in a sentence. 用euler vector造句挺难的