1) homogeneous equivalence
齐次等价
1.
The homogeneous equivalence of sequence group was defined,and the condition for homogeneous linear correlation and homogeneous equivalence was discussed,then the relevant result was acquired.
提出了数列组的齐次线性相关与齐次线性无关的概念,定义了数列组之间的齐次等价,并讨论数列组的齐次线性相关、数列组之间齐次等价的条件,得到一些有关的结论。
2) homogeneous idempotent
齐次幂等元
3) nonhomogeneous identity
齐次恒等式
4) homogeneous isoparametric element formulation
等参元齐次列式
5) homogenous
[英][hə'mɔdʒənəs] [美][hə'mɑdʒənəs]
齐次
1.
First,the determinant is regarded as a function of or- der n and denoted by D(n);Second,the determinant is expanded by row or by column,then the relation in both of D(n)and subdeterminants will be examined in details to set up certain a recursion,generally speaking,it must be a homogenous or a nonhomogenous recursion;fi- nally the coefficients of the general solution are found out with the aid.
给出了用递归关系方法求任意 n 阶行列式的值的一般方法:首先,把已知的 n 阶行列式看作为阶数 n 的一个函数,记为 D(n);其次,按行或按列展开这个行列式,并仔细观察存在于余子式及 D(n)里的关系,建立关于 D(n)的某一递归关系,此关系总为一个齐次的或非齐次的递归关系;最后,借助于 D(0)、D(1)和D(2)等求出递归关系的通解的系数。
6) homogeneous
[英][,hɔmə'dʒi:niəs] [美]['homə'dʒinɪəs]
齐次
1.
Oscillatory behavior of solutions of a class of second order nonlinear homogeneous differential equation;
一类二阶齐次微分方程解的振动性
2.
The necessary and sufficient condition of separation for homogeneous Scalar Helmholtz equation is both the existence of Stackel determinant and h 1h 2h 3S=f 1(μ 1)f 2(μ 2)f 3(μ 3)in orthogonal curvilinear coordinates system.
讨论了在正交曲面坐标系中齐次标量Ｈｅｌｍｈｏｌｔｚ 方程变量分离的充要条件是Ｓｔａｃｋｅｌ行列式存在且ｈ１ｈ２ｈ３Ｓ ＝ ｆ１（μ１）ｆ２（μ２）ｆ３（μ３） 成立。
3.
The existence and uniqueness of homogeneous elliptic polyharmonic cardinal spline interpolation are proved, the remainder formula and order of approximation in LP(Rd) (1≤p≤∞)spaces are given, and the extremal problem of sobolev dass in L2(Rd) is considered.
获得Rd上齐次椭圆型Cardinal样条插值的存在唯一性，并获得Sobolev类上的函数在Lp（Rd）（1≤p≤∞）尺度下的插值误差估计，以及Sobolev类在L2（Rd）尺度下的一些极值问题的解；拓广了Laplace型的结果。
补充资料：等齐
1.平等;齐等。 2.约齐﹐整齐。
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