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nondegenerate
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  非退化
    The Boundary Behaviour of Integral Representation on the Nondegenerate Weil Polyhedron
    非退化Weil多面体域积分表示的边界性质
短句来源
    Some Applieations of the Nondegenerate Weil Polyhedron Integeal Representation
    非退化Weil多面体域积分表示的应用
短句来源
    Two Theorems of Integral Representation on the Nondegenerate Weil Polyhedron
    非退化Weil多面体域积分表示的两个定理
短句来源
    The Replacement Formula of Singular Integral with Nondegenerate Weil Polyhedron
    非退化Weil多面体域奇异积分的置换公式
短句来源
    The Boundary Behaviour of Integral Representation on the Real Nondegenerate Weil Polyhedron on Stein Manifolds
    Stein流形上实非退化Wed多面体积分表示的边界性质
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  非退化
    The Boundary Behaviour of Integral Representation on the Nondegenerate Weil Polyhedron
    非退化Weil多面体域积分表示的边界性质
短句来源
    Some Applieations of the Nondegenerate Weil Polyhedron Integeal Representation
    非退化Weil多面体域积分表示的应用
短句来源
    Two Theorems of Integral Representation on the Nondegenerate Weil Polyhedron
    非退化Weil多面体域积分表示的两个定理
短句来源
    The Replacement Formula of Singular Integral with Nondegenerate Weil Polyhedron
    非退化Weil多面体域奇异积分的置换公式
短句来源
    The Boundary Behaviour of Integral Representation on the Real Nondegenerate Weil Polyhedron on Stein Manifolds
    Stein流形上实非退化Wed多面体积分表示的边界性质
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  “nondegenerate”译为未确定词的双语例句
    Furthermore,we discussed the Hausdorff dimension and Packing dimension of inverse image and level sets of N-dimension nondegenerate diffusion processes.
    lder连续性和扩散过程样本逆象集与水平集的 Hausdorff维数和Packing维数 .
短句来源
    A Note About the Nondegenerate Condition in the GRG Method
    关于广义既约梯度法假设条件的注记
短句来源
    A property of Tangent Line of Nondegenerate Quadradic and Geometric Construction
    二阶曲线切线的一个性质及尺规作图
短句来源
    In this case, the fc-times integrated C-semigroup is given byW(t) = Sk(t)C,where Sk(t) is defined as in Definition 1.3.4.Finally, when A generates a nondegenerate k-times integrated C-semigroup, we may useit to characterize Zk+1 and Zn(n N).
    此时,所求的k一次积分C-半群由下式给出:W(亡)三乓(t)c,其中凡(t)的意义见定义1.3.4. 最后,如果A生成一今次积分C-半群,我们可以用它描述几+;
短句来源
    In this paper, we follow Li' method , use the nondegenerate symmetric bilinear form given by Jin Hong to determine all the primitive elements and give the coradical filtration for the quantized Borcherds superalgebra. The coradical filtration for quantized enveloping algebra of simple Lie algebra of finite dimension can also be obtained in this way.
    在这篇文章里,我们仿照李的方法,利用了Jin Hong给出的非退化双线性型确定了Borcherds超代数的量子化包络代数的所有本原元,刻划了Borcherds超代数的量子化包络代数的余根滤链。
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  nondegenerate
The space itself can be characterized essentially as the domain where the generalized Bergman operator is nondegenerate.
      
The present paper contains a systematic study of the structure of metric Lie algebras, i.e., finite-dimensional real Lie algebras equipped with a nondegenerate invariant
      
The Brockett problem for second-order systems with scalar feedback and nondegenerate transfer function is shown to have a positive solution.
      
Solution was determined in a general form, and the existence theorem was proved for the nondegenerate case.
      
A finite-dimensional nondegenerate system of algebro-differential equations with discontinuances is considered.
      
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In this paper the nondegenerate modes in multi-element PCR have been derived by means of the first form[1,2] and the second form[3,4] of transfer matrices for the PCM.

本文应用PCM变换矩阵的两种形式计算了非简并情况下多元件PCR腔镜上的模,得出了稳定条件和模的微扰稳定性质。

This paper discusses quite thoroughly the parity conservation problems of a physical system.A theorem is given and it is proved that the necessary and sufficient condition that the wave function (x,t) of describing the system state after the space inversion transformation will still be a possible state of the system is that Hamiltonilan remain unchanged by the space inversion.On the basis of this theorem, it is fuvther proved that if the system possessina space inversion invariance, in a nondegenerate...

This paper discusses quite thoroughly the parity conservation problems of a physical system.A theorem is given and it is proved that the necessary and sufficient condition that the wave function (x,t) of describing the system state after the space inversion transformation will still be a possible state of the system is that Hamiltonilan remain unchanged by the space inversion.On the basis of this theorem, it is fuvther proved that if the system possessina space inversion invariance, in a nondegenerate case the energy eigenstate possesses a definite parity, in a degenerate case they may not possess a definite parity, but some linear combination of such eigenfunc-tion can be found, so that it has a definite even or odd parity.

本文较为深入地讨论了物理系统的宇称守恒问题。特别是给出了一个定理,并作了证明:描写体系状态的波函数ψ(x,t),经过空间反演变换之后,仍是体系的可能状态,其必要和充分的条件,是哈密顿空间反演保持不变。其次,在这个定理的基础上,进一步证明了:具有空间反演不变性的体系,在非简并情况下,其能量本征态具有确定的宇称,在简并情况下,其能量本征态,并不一定具有确定的宇称,但可以找到这类本征函数的一些线性组合,使其具有确定的偶宇称或奇宇称。

This paper is devoted to the penalty finite element methods for the station-ary Navier-Stokes equations. Under certain conditions, the author shows that the penalty finite element solutions can approximate the nonsingular solutions, simple limit points and nondegenerate turning points of Navier-Stokes equations. Some convergent elements are also given in the end.

本文讨论定常Navier-Stokes方程组的惩罚有限元方法,在一定条件下,证明了罚 函数有限元解能够逼近Navier-stokes方程组的非奇异解,单极限点和非退化拐点等。 若干收敛的单元在最后给出。

 
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