欢迎您!
东篱公司
退出
申报数据库
申报指南
立项数据库
成果数据库
期刊论文
会议论文
著 作
专 利
项目获奖数据库
位置:
成果数据库
>
期刊
> 期刊详情页
H-infinity Fuzzy Control With Randomly Occurring Infinite Distributed Delays and Channel Fadings
ISSN号:1063-6706
期刊名称:IEEE Transactions on Fuzzy Systems
时间:2014.2
页码:189-200
相关项目:基于传感器网络的非线性随机系统的分布式滤波理论与技术研究
作者:
Zhang, Sunjie|Wang, Zidong|Ding, Derui|Shu, Huisheng|
同期刊论文项目
基于传感器网络的非线性随机系统的分布式滤波理论与技术研究
期刊论文 27
同项目期刊论文
Non-fragile H-infinity control with randomly occurring gain variations, distributed delays and chann
H-infinity fault estimation with randomly occurring uncertainties, quantization effects and successi
Receding horizon filtering for a class of discrete time-varying nonlinear systems with multiple miss
Finite-Horizon H-infinity Control for Discrete Time-Varying Systems With Randomly Occurring Nonlinea
Recent advances on distributed filtering for stochastic systems over sensor networks
On Design of Robust Fault Detection Filter in Finite-Frequency Domain With Regional Pole Assignment
H-infinity state estimation for discrete-time delayed neural networks with randomly occurring quanti
H-infinity state estimation with fading measurements, randomly varying nonlinearities and probabilis
Envelope-constrained H-infinity filtering with fading measurements and randomly occurring nonlineari
Fuzzy Filtering with Randomly Occurring Parameter Uncertainties, Interval Delays, and Channel Fading
H-infinity consensus control for multi-agent systems with missing measurements: The finite-horizon c
Dissipative control for state-saturated discrete time-varying systems with randomly occurring nonlin
H-infinity State Estimation for Complex Networks With Uncertain Inner Coupling and Incomplete Measur
Performance Analysis with Network-Enhanced Complexities: On Fading Measurements, Event-Triggered Mec
基于基差风险模型带红利支付的最优交易策略
H-infinity output-feedback control with randomly occurring distributed delays and nonlinearities sub
Event-triggered distributed H-infinity state estimation with packet dropouts through sensor networks
带扰动的两类相关索赔风险模型的折现罚金函数
Knight不确定环境下“基差风险模型”最优对冲策略研究