1.
Coupling Fixed Point Theorems of Random Mixed Monotone Operators
随机混合单调算子的耦合不动点定理
2.
Coupled Fixed Point of Mixed Monotone Multivalued Operators and Its Applications;
混合单调算子耦合不动点的迭代求法及其应用
3.
In the paper, We have obtain the existence and the theorems for approximations couple fixed point of semi compact nonexpansive mappings in complete metric space.
在完备度量空间获得了半紧非扩张映象的近似耦合不动点的存在性和耦合不动点的逼近定理.
4.
The Coupled Fixed Points of a Class of Mixed Monotone Operators in Ordered Metric Spaces;
半序度量空间中一类混合单调算子的耦合不动点
5.
Quasi-fixed Points of Sub-continue Mixed Monotone Operator and Iterative Method
次连续混合单调算子的耦合不动点及其迭代解法
6.
Synchronization of Two Coupled Networks with Differrent Node Functions
节点状态不同的两个耦合网络的同步
7.
Operating Point Coordinated Control of Electromagnetic Coupling Hybrid Electric Bus
电磁耦合混合动力公交车运行点协调控制
8.
Unstability of coupled heave-pitch motions for Spar platform
Spar平台垂荡—纵摇耦合运动的不稳定性
9.
COUPLED DYNAMIC ANALYSIS OF VEHICLE-ROAD SYSTEM UNDER ROUGHNESS CONDITIONS
不平整条件下车-路耦合作用动力分析
10.
Coupling Material Point Method for Dynamic Analysis of Unsaturated Porous Media
非饱和多孔介质动力学模拟的耦合物质点方法
11.
Hartley type oscillator
电感耦合三点振荡器
12.
Material point method for dynamic analysis of saturated porous media (Ⅰ):coupling material point method
基于物质点方法饱和多孔介质动力学模拟(Ⅰ)——耦合物质点方法
13.
The coupling capacitors can couple a control signal to the corresponding internal terminal, i.e., the output terminal of the differential circuit.
耦合电容可以耦合控制个至对应的内部端点上，亦即差动电路部份的输出端上。
14.
Analysis of Vehicle-Bridge Coupling Vibration of Continuous Girder Bridge Under Uneven Deck
不平整度桥面下连续梁桥车桥耦合振动分析
15.
Pantograph and Overhead Contact Line Coupling Dynamic Model Simulation and Analysis of Imbalance of Overhead Contact Line
弓网耦合动力学模型仿真及接触网不平顺分析
16.
Study on imbalance-misalignment-rubbing coupling faults in aero-engine vibration
航空发动机整机振动中的不平衡-不对中-碰摩耦合故障研究
17.
Vibration Frequency and Interaction Energy ofWeak Coupling Magnetoplaron in Parabolic Quantum Dot
抛物量子点中弱耦合磁极化子的振动频率和相互作用能
18.
Quantum Dynamics of Coupled Quantum Dot and Bose-Einstein Condensate;
耦合量子点和玻色-爱因斯坦凝聚体的量子动力学