Let Jgf(z)=∫10f(tz)Rg(tz)dtt be weighted Cesaro operator with holomorphic symbol g,and Igf(z)=∫10g(tz)Rf(tz)dtt be adjoint operator of Jg.
设βα(α≥1)为单位球上α-Bloch空间,Jgf(z)=∫01f(tz)Rg(tz)dt/t为加权Cesaro算子,Igf(z)=∫01g(tz)Rf(tz)dt/t为其共轭算子。
In this paper, based on the invariant subspace theory and adjoint operator concept of linear operator, a new matrix representation method is proposed to calculate the normal forms of n order general nonlinear dynamic systems.
对于 n阶一般的非线性动力系统 ,根据线性算子的不变子空间理论和共轭算子概念 ,提出一种计算其规范形的新的矩阵表示方法。
First we prove that 0 is an eigenvalue of the operator with geometric multiplicity one,next we prove that all points on the imaginary axis except for zero belong to the resolvent set of the operator,last we prove that 0 is an eigenvalue of the adjoint operator of the operator.
首先证明0是对应于该排队模型的主算子的几何重数为1的特征值,其次证明在虚轴上除了0以外其他所有点都属于该算子的豫解集,然后证明0是该主算子共轭算子的特征值。
We discuss the continuity of conjugate operator from L1wice conditon on a class of generalized Orlicz spaces L(M-1),2π).
主要讨论共轭算子在L1[0,2π)到L(M-1)[0,2π)内的连续性,并得到了一类广义Orlicz空间L(M-1)上的Lesniewicz条件。
In addition,we prove a lgebraic multiplicity of 0 for 1 and solving conjugate operator of system operator.
讨论了在常规故障条件下具有易损坏储备部件可修复系统的渐进稳定性;证明了系统非负稳定解恰是系统算子0本征值对应的本征向量;系统算子的谱点均位于复平面的左半平面,且在虚轴上除0外无谱点;此外,证明了0的代数重数为1和求解了系统算子的共轭算子。
Gives the characterization of conjugate operators in conjugate spaces,proves a relation between an operator T and its double conjugate operator T,illustrates that the strongly irreducible property of an operator is not conjugate symmetric.
给出共轭空间上的算子是共轭算子的特征刻画,证明了算子T与其二次共轭算子T**之间的一个关系,说明算子的强不可约性不具有共轭对称性。
In this paper,it was given that the conditions for a 2×2 block matrix of operators L=AB C?can be completed into a invertible self adjoint operator with L -1 =** *D.
给出了缺项算子矩阵Ｌ＝ＡＢＣ？可补为可逆自共轭算子，且Ｌ－１＝＊＊＊Ｄ的条件，而且给出了问题的全部解。
An improved adjoint operator method was proposed to compute the third order normal form of six dimensional nonlinear dynamical systems and the associated nonlinear transformation for the first time.
首次用一种改进的共轭算子法研究了六维非线性系统的三阶规范形以及所用的非线性变换。
An improved adjoint operator method is employed to compute the third order normal form of six dimensional nonlinear dynamical systems and the associated nonlinear transformation for the first time.
本文首次用一种改进的共轭算子法研究了六维非线性系统的三阶规范形以及所用的非线性变换。
The local dynamical behavior of the system is obtained and the problem of the existence of local attractor of weakly damped forced KdV equation for non selfadjoint and non sector case in 2D thin domain is solved by using the estimate of inequality of non selfadjoint operator.
研究窄域上 2维的非自共轭且非扇形的弱阻尼KdV方程的局部性质 得到该类系统的局部动力学行为 通过对非自共轭算子的不等式估计 ,解决窄域上 2维弱阻尼KdV方程局部吸引子的存在
Generalized Harmonic Conjugation Operator and Universal Teichmüller Space;
广义调和共轭算子和万有Teichmüller空间
Two Method Solving Self-adjoint Operator Equation by Introducing Complex Operator;
基于不适定自共轭算子方程引入复参数的两种算法
conjugated molecule and unconjugated molecule
共轭分子和非共轭分子
On the Self-Adjointness of Product of Two Odd-Order Differential Operators
两个奇数阶微分算子乘积的自共轭性
Error Estimate to the Simplified Iteration for the PositiveSemi-Definite,Compact and Self-Adjoint Operator Equation
自共轭半正定紧算子方程简化迭代的误差估计
The Self-Adjoint Boundary Conditions and Inequalities among Eigenvalues of Differential Operators;
微分算子自共轭边界条件与特征值不等式
The Classifications of Boundary Condition of the Self-Adjoint Differential Operators and Its Canonical Form;
自共轭微分算子边界条件的分类及其标准型
Characterization of Domains of Self-Adjoint Ordinary Differential Operators and Spectral Analysis
微分算子的自共轭域和谱分析——微分算子研究在内蒙古大学三十年
Study on Acoustic Echo Cancellation Adaptive Algorithm Based on Subband Decomposition and Conjugate Gradient Method
基于子带分解的共轭梯度自适应回声抵消算法研究
The Symplectic Geometry Characterization of Seif-Adjoint Domains of Symmetric Differential Operators in Direct Sum Spaces;
直和空间上对称微分算子自共轭域的辛几何刻划
The Symplectic Geometry Description of the Self-Adjoint Domains of Differential Operators on Infinite Interval;
无穷区间上奇型微分算子自共轭域的辛几何刻画
Symplectic Geometry Characterization of Self-Adjoint Domains for Symmetric Differential Operators in Direct Sum Spaces(Ⅱ)
直和空间上对称微分算子自共轭域的辛几何刻画(Ⅱ)
Construction of adjoint eigenoperator for a class of acoustical waveguides with a curved interface.
一类带不平坦界面声波导中的共轭特征算子构造
A DIRECT CALCULATION FORMULA FOR CONJUGATE WATER DEPTH OF WATER JUMP IN A TRAPEZOID CHANNEL
梯形渠道水跃共轭水深直接计算公式
Study of Three-dimensional Conjugate Gradients Inversion of DC Resistivity Data;
三维直流电法共轭梯度反演算法研究
Structure of Finite Groups under Certain Arithmetical Conditions on the Length of the Conjugacy Classes;
共轭类长的算术条件与有限群的结构
A computational method of determinant of self-conjugate quaternion matrice;
自共轭四元数矩阵行列式的计算方法
The Group Method of Calculating Linear Polyenes Spectra;
计算线性共轭聚合物能谱的群论方法