1) vector valued form
向量值形式
2) vector form
向量形式
1.
Covariant and vector forms of equation for electromagnetic properties of the moving medium are given.
应用电磁场张量、电磁感应张量和它们的对偶张量讨论运动介质的电磁性质方程,指出D=εE和B=μH在运动介质中不成立,给出运动介质电磁性质方程的协变形式、向量形式。
3) Formal vector field
形式向量场
4) vector valued continued fraction
向量值连分式
1.
In the literature related,the GC′ continuity parametric rational circular arc spline has been constructed in the plane by means of vector valued continued fractions interpolants,and the tangent vector of the first knot can be adjusted to preserve the shape of the spline,but the general principle of adjusting the tangent vector has not been given,which is inconvenient for practical use.
有文献表明利用向量值连分式插值,可在平面上构造一种GC′连续的参数有理圆弧样条,并且可通过调整端点切向量使其具有保形性,但没有给出如何调整端点切向量的一般原则,不便于实际应用。
2.
In this paper, a new method is presented for constructing a segment of circular arc in two or three dimension space by use of the vector valued continued fraction, and the center and radius of the circular arc are also given.
文章利用向量值连分式构造的参数有理函数快速、简便地表示平面及空间里过不在同一条直线上任意 3点的一段圆弧 ,并给出了它的圆心坐标及半径。
5) vector valued continued fractions
向量值连分式
1.
New convergence criterion for vector valued continued fractions;
一个新的向量值连分式收敛准则
2.
In the literature related,the GC1 continuity parametric rational circular arc spline has been constructed in the plane by means of vector valued continued fractions interpolants,but the general algorithm about the parametric rational circular arc spline in the three-dimensional space has not been given.
有文献表明可利用向量值连分式插值,在平面上构造一种GC1连续的参数有理圆弧样条,并且给出了保形性条件,但没有给出构造空间参数有理圆弧样条的算法。
6) vector-valued inequalities
向量值不等式
1.
Obtains vector-valued inequalities for potential operators.
得到一个将齐型空间Ｘ上的函数映到Ｘ＋＝Ｘ×［０，∞）上函数算子的带权向量值不等式。
补充资料：Jacobi向量场
Jacobi向量场
Jacoin vector field
Jaa无i向量场[而“肠，“为贾五dd;只劝6“"o胎] 沿测地线(即司“ic五Ile)满足加伽俪方程(Jacobi叫之左山。n)的向量场，沈一兵译
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条