1.
On the Borel Direction of Largest Type for K-quasimeromorphic Mappings of Zero Order;
零级拟亚纯映射的最大型Borel方向
2.
On the Borel direction of the largest type of algebroid function
关于代数体函数的最大型Borel方向
3.
On the Sequence of Filling Circle and Borel Direction of Quasimeromorphic Function;
关于拟亚纯函数的型函数的充满圆及其Borel方向
4.
On the Existence and Decision Theorem of the Maximum Type Borel Point of Quasi-meromorphic Mappings in the Unit Circle
单位圆内拟亚纯映射的最大型Borel点的存在性及其性质
5.
The Sequence of Filling Circle and Borel Direction of K-quasimeromorphic Function;
K-拟亚纯函数的充满圆及其Borel方向
6.
On Nevanlinna directions and Borel directions of meromorphic algebriodal function;
零级亚纯代数体函数的Nevanlinna方向与Borel方向
7.
On the T-direction and Borel Directions of Algebroid Functions with Finite Order
关于有穷级代数体函数的T方向和Borel方向
8.
The Filling Circle and Borel Direction of Solutions of Higher Order Homogeneous Lineardifferential Equations
高阶齐次线性微分方程解的充满圆及其Borel方向
9.
On the filling discs and Borel directions of quasimeromorphic mapping of zero order;
关于零级拟亚纯映射的充满圆及Borel方向
10.
On the Borel Direction Dealing with Multiple Values of Algebroidal Functions and Their Derivatives
代数体函数及其导数的涉及重值的Borel方向
11.
The Borel Direction of Meromorphic Function with Iterated Order and the Complex Oscillation Theorey of Solutions of Differential Equations;
迭代级亚纯函数的Borel方向及其线性微分方程解的复振荡理论
12.
The Largest Borel Point and the Fill-up Discs of Zero-Order Quasiconformal Meromorphic Mapping in the Plane;
平面内零级拟共形亚纯映射的最大Borel点及其充满圆
13.
antenna maximum sensitive directio
天线最大灵敏度方向
14.
(Incomplete) Minimum Joint Backward Perturbation Methods for Large Unsymmetric Linear Systems;
求解大型非对称线性方程组的（不完全）最小联合向后扰动方法
15.
On full lock, ie with the steering-wheel turned as far as it will go one way or the other
前轮最大限度转向（方向盘转到头）
16.
Maximum likelihood DOA estimation of MIMO radar
MIMO雷达最大似然波达方向估计方法
17.
MINIMAL AND MAXIMAL SOLUTIONS OF VOLTERRA INTEGRAL EQUATIONS WITH DISCONTINUOUS TERMS;
非连续型Volterra积分方程最小和最大解
18.
the direction of maximum tension moves asymptotically toward the direction of the shear.
最大张力的方向是逐渐趋进于切线的方向。