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canonical solution
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  标准解
     The canonical solution operator to  restricted to(0,1)-forms with coefficients(f j∈H2(bΩ),j =1,,n) can be expressed by an integral operator using the Sze go kernel,which indicates that,in the case of the polydisc in C 2,the corresponding operator is not a Hilbert-Schmidt operator.
     以Hardy空间函数为系数的被限制到方程式的(0,1)形式标准解算子通过用Szeg核的积分算子表示,证明了在多圆柱上以Hardy空间函数为系数的被限制到方程式的(0,1)形式标准解算子不是Hilbert-Schmidt算子。
短句来源
     THE CANONICAL SOLUTION OPERATOR TO RESTRICTED TO HARDY SPACES
     Hardy空间的方程的标准解算子
短句来源
     It is pointed out that the canonical solution operator to restricted to (0,1) with coefficients ),,1,)((2njbHfjL=W is a Hilbert-Schmidt operator, if this domain is the annular domain in 1C.
     利用以Hardy空间函数为系数的被限制到方程式的(0,1)形式标准解算子可用oSzeg&&核函数的积分算子表示,证明了在圆环域上这个标准解算子是Hilbert-Schmidt算子。
短句来源
     Canonical Solution Operator to  Restricted to Hardy Spaces in Polydisc
     多圆柱上Hardy空间的方程的标准解算子
短句来源
     The Canonical Solution Operator to  Restricted to Hardy Spaces in the Annular Domain
     圆环域上Hardy空间的方程的标准解算子
短句来源
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  “canonical solution”译为未确定词的双语例句
     Transition from T-Matrix Method to Canonical Solution
     矩阵方法的解析解实现(英文)
短句来源
     REGULAR PROPERTIES OF THE CANONICAL SOLUTION FOR IMHOMOGENEOUS -EQUATIONS
     非齐次-方程典则解的正则性
短句来源
     The methods of construction and the theory of Rung are used. Not only in space C of one complex variable, the parameter dependence of the canonical solution to the imhomogeneous -equation is given, but in space C n of the several complex variables, the regular properties of the canonical solution for imhomogeneous -equations is also obtained.
     利用构造论方法和Rung理论 ,不仅给出了单复变量空间C中非齐次 -方程的典则解对参数的依赖性 ,而且给出了多复变量空间Cn 中非齐次 -方程的典则解的正则性的归纳法证明 .
短句来源
     The transition from T-Matrix method to canonical solution is established.
     该文系统地分析了T-MATRIX的极限问题;
短句来源
  相似匹配句对
     T's solution.
     T解集中不出现空集;
短句来源
     solution.
     溶液进行对照。
短句来源
     Transition from T-Matrix Method to Canonical Solution
     矩阵方法的解析解实现(英文)
短句来源
     Solution of canonical network parameters and its CAT
     求解“规准”网络参数的方法及其CAT
短句来源
     ON THE JORDAN CANONICAL FORM
     关于Jordan标准形
短句来源
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  canonical solution
Following the procedure indicated in part I, a canonical solution of the matrix Riemann-Hilbert problem for sound propagation in a gas occupying a half space is presented.
      
An analytical solution of the matrix Riemann-Hilbert problem relevant to the BGK model in the field of rarefied-gas dynamics is used to deduce the partial indices basic to a canonical solution of the considered Riemann-Hilbert problem.
      
Furthermore, this canonical solution can be obtained by simple backprojection, each closure phase leaving its "algebraic" imprint on the corresponding baselines.
      
Canonical solution of the two critical argument problem
      
Canonical solution of the SU(3) ↓ SO(3) reduction problem from the SU(3) pattern calculus
      
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In this paper, the limitation of T matrix structure is analyzed. It is found that a solution by T matrix method can be transformed to a canonical solution when the boundary of the scatterer tends to the cylindrical form and the scatterer is illuminated by E plane waves. It is concluded that a T matrix is diagonal with the scatter boundary in this limit situation. This is also the best result of numerical solution.

x Method with Canonical SolutionsTX@朱峰IntroductionEBCM(ExtendedBoundaryConditionMethod)wasproposedbyWaterman[1]toestimatethescate...

The methods of construction and the theory of Rung are used. Not only in space C of one complex variable, the parameter dependence of the canonical solution to the imhomogeneous -equation is given, but in space C n of the several complex variables, the regular properties of the canonical solution for imhomogeneous -equations is also obtained.

利用构造论方法和Rung理论 ,不仅给出了单复变量空间C中非齐次 -方程的典则解对参数的依赖性 ,而且给出了多复变量空间Cn 中非齐次 -方程的典则解的正则性的归纳法证明 .

In this paper, the limitation of T-Matrix structure is analyzed. It is found that a solution by T-Matrix method can be transformed to a canonical solution when the boundary of the scatterer tends to the cylindrical form and the scatterer is illuminated by E-plane wave. The transition from T-Matrix method to canonical solution is established. It is concluded that T-Matrix is diagonal with the scatter boundary in this limit situation. This is also the limit of numerical solution.

T-MATRIX的结构分析及数值解的过渡特征与解析解的一致性研究有助于判别数值结果的可靠性。该文系统地分析了T-MATRIX的极限问题;讨论了二维散射体在理想边界情况下,E波入射时从T-MATRIX法到经典解析解的极限过渡。结果表明,在理想边界下,数值结果与经典理论完全吻合。

 
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