Mathematics of control signals and systems文章索引

期刊名：Mathematics of control signals and systems

缩写：MATH CONTROL SIGNAL

ISSN：0932-4194

e-ISSN：1435-568X

IF/分区：1.5/Q3

共收录本刊相关文章索引442条

Controllable and Uncontrollable Poles and Zeros of nD Systems [0.03%] n维系统的可控极点与不可控极点及零点

P. Zaris; J. Wood; E. Rogers P. Zaris; J. Wood; E. Rogers

Mathematics of Control, Signals, and Systems (MCSS). 2001;14(3):281-298. DOI:10.1007/pl00009886 2001

An explicit state-space solution to the one-block super-optimal distance problem [0.03%] 单块超最优距离问题的显式状态空间解法

Kiskiras, J.; Jaimoukha, I. M.; Halikias et al. Kiskiras et al.

Mathematics of Control, Signals, and Systems. 2013;25(2):167-196. DOI:10.1007/s00498-012-0097-8 2013

O-Minimal Hybrid Systems [0.03%] O-极小混合系统

Gerardo Lafferriere; George J. Pappas; Shankar Sastry Gerardo Lafferriere; George J. Pappas; Shankar Sastry

Mathematics of control signals and systems. 2000;13(1):1-21. DOI:10.1007/pl00009858 2000

A uniqueness result for the isaacs equation corresponding to nonlinear H∞control [0.03%] 非线性H∞控制对应的伊萨克斯方程的唯一性结果

William M. McEneaney William M. McEneaney

Mathematics of control signals and systems. 1998;11(4):303-334. DOI:10.1007/bf02750395 1998

Stationary discrete-time covariance factorization using Newton-Raphson iteration [0.03%] 基于牛顿-拉夫森迭代的平稳离散时间协方差分解

Langford B. White; Brian D. O. Anderson Langford B. White; Brian D. O. Anderson

Mathematics of Control, Signals, and Systems (MCSS). 1992;5(3):263-279. DOI:10.1007/bf01211561 1992

Robust Feedback Control of a Single Server Queueing System [0.03%] 单服务器排队系统的鲁棒反馈控制

Joseph A. Ball; Martin V. Day; Pushkin Kachroo Joseph A. Ball; Martin V. Day; Pushkin Kachroo

Mathematics of Control, Signals, and Systems (MCSS). 1999;12(4):307-345. DOI:10.1007/pl00009855 1999

Quadratic costs and second moments of jump linear systems with general Markov chain [0.03%] 具有一般马尔可夫链的跳跃线性系统的二次成本与二阶矩

Eduardo F. Costa; Alessandro N. Vargas; João B. R. do Val Eduardo F. Costa; Alessandro N. Vargas; João B. R. do Val

Mathematics of control signals and systems. 2011;23(1-3):141-157. DOI:10.1007/s00498-011-0064-9 2011

Several NP-hard problems arising in robust stability analysis [0.03%] 在鲁棒稳定性分析中出现的若干NP难问题

A. Nemirovskii A. Nemirovskii

Mathematics of Control, Signals, and Systems (MCSS). 1993;6(2):99-105. DOI:10.1007/bf01211741 1993

Optimal actuator location for time and norm optimal control of null controllable heat equation [0.03%] 零可控热方程的时间与范数最优控制的最优执行器位置

Guo, Bao-Zhu; Yang, Dong-Hui Guo

Mathematics of Control, Signals, and Systems. 2015;27(1):23-48. DOI:10.1007/s00498-014-0133-y 2015

How mild can slow controls be? [0.03%] 缓控可以有多温和？

Cârjă, O.; Lazu, A. I. Cârjă

Mathematics of Control, Signals, and Systems. 2014;26(4):547-562. DOI:10.1007/s00498-014-0129-7 2014