monodromy

Laser Particle Sizer Using Angular Scattering Technique and the Discussions on Monodromy of measured Results

激光角散射式微粒测量装置及其测量结果的单值性讨论

The Property of the Monodromy Group for a Doubly Periodic Riccati Equation

一类双周期系数Riccati方程的单值群的性质

The Neumann series of the monodromy matrix are derived .

取连续模型的极限近似，求出了单值矩阵元的Neumann级数；

They showed that the generating transformation of the monodromy group can be prescribed arbitrarily .

他们证明了产生单值群的变换可以任意地预先指定。

By expanding the Yang-Baxter relation and the reflection equation , we obtain the commutation relations of the elements of the double-row monodromy matrix .

在此基础上，从顶点模型的观点出发，我们利用Yang-Baxter方程和边界反射方程给出了双行monodromy矩阵的矩阵元之间的对易关系。

Through the commutation relations among the elements of monodromy matrix listed by the quantum the Yang-Baxter equation , the eigenvalues and the eigenvectors of the model can also be obtained .

文章最后指出，由量子Yang-Baxter关系可以得到monodromy矩阵的所有矩阵元所满足的代数关系，通过这些代数关系便可准确求解系统的本征值与本征函数。

Then , we set up the double-row monodromy matrix of the Hamiltonian , the transfer matrix and the reflection equation of the system with the help of the scattering matrix and the reflecting matrix .

接着借助量子反散射方法，运用两体散射矩阵和反射矩阵，构造了双行monodromy矩阵、转移矩阵和系统的边界反射方程，从而详细证明了系统的精确可解性。

The solution of temperature field differential equation is determined by Monodromy nonambiguity conditions , so the physical condition , geometrical condition , time condition and boundary condition were studied individually on the character of SiC synthesis furnace .

单值性条件确定炉内温度分布，根据合成炉的特征分析了炉子的物理条件、几何条件、时间条件和边界条件。

Mean while , the subject on the single-valued branch of a multivalued function is discussed , full conditions for the single-valued branch separated from a multivalued function are given , more , general monodromy theorems are proved .

同时对多值函数的单值分支问题进行了讨论，给出了多值函数可分出单值分支的充分条件，证明了较一般的单值性定理。

In the situation which does not consider the borehole effect , phase difference which is surveyed by high-frequency induced current logging and source-detector separation exist approximate linear relationship . Its slope and the formation resistivity are the monodromy relations .

在不考虑井眼影响的情况下，高频感应测井测量的相位差与源距存在近似线性关系，其斜率与地层电阻率成单值关系。

By using algebraic Bethe ansatz method , it has been shown that the monodromy matrix satisfies the Yang-Baxter equation on both a finite interval and an infinite interval . So the integrability of this model is proved .

利用代数Betheansatz方法，找到了此模型的量子monodromy矩阵所满足的量子YangBaxter方程，并证明了其可积性。

Then , after analyzing the periodic characters of the uncontrolled movements near the Sun-Earth collinear Lagrange points , the station keeping schemes are designed . The target-point method and Monodromy matrix based Floquet method are presented with simulations .

进而，基于日地系共线拉格朗日点附近无控运动的周期性，设计了保持控制方案，对传统靶点法和基于周期轨道单值矩阵的Floquet法进行了仿真研究。