1) state-space evaluation model
状态空间评价模型
1.
By introducing the connotation and characteristic of MECC, the system dynamic(SD) model, state-space evaluation model and multi-objective programming(MOP) model were established in this paper, which can provide the scientific proof and decision support for ocean development and management.
构建了海洋生态承载力系统动力学(System Dynamic, SD)模型、状态空间评价模型和多目标规划模型。
3) state space model
状态空间模型
1.
China s Stock Market Wealth:an Empirical Study Based on the Dynamic Distributed Lag Model and the State Space Model;
我国股市的财富效应——基于动态分布滞后模型和状态空间模型的实证检验
2.
Economic Analysis Basing on State Space Model;
基于状态空间模型的经济分析
3.
Theory and Algorithms on State Space Modeling and Its Applications in Financial Econometrics;
状态空间模型理论与算法及其在金融计量中的应用
4) state-space model
状态空间模型
1.
A state-space model for mark-recapture experiments and its computations;
踪迹重获的状态空间模型及计算
2.
Application of the state-space model to the system of wave energy conversion Ⅱ. Analytical method for wave forces on single oscillating rectangular buoy;
状态空间模型在海洋波能转换系统中的应用 Ⅱ.单个矩形振荡浮子装置运动受力分析的解析方法
3.
Application of the state-space model to the system of wave energy conversion I. Improvement on numerical methods;
状态空间模型在海洋波能转换系统中的应用 Ⅰ.数值模拟方法改进
5) state space variable model
空间状态模型
6) State space models
状态空间模型
1.
In this paper, we present an algorithm to identify state space models based on the data obtained from closed loop systems.
本文给出一个由闭环数据辨识状态空间模型的算法。
2.
Considering the maximal perturbation region for linear continuous time uncertain systems under sectorial pole location and H 2 norm constraints, the systems are described by state space models which depend nonlinearly on some perturbation parameters.
考虑在扇型极点区域及Ｈ２范数同时约束下线性连续时间不确定系统的参数最大摄动区域，系统由状态空间模型描述且非线性依赖摄动参量。
3.
Many studies have been done on state space models after its proposed, in most of whicherror disturbance are assumed to be of normal distributions.
状态空间模型自提出以来，各方面的研究结果数不胜数。
补充资料：状态空间
分子式：
CAS号：
性质：状态空间是现代控制理论的基础，它用矩阵形式来描述动态系统。如果系统的状态变量是n个变量组成的变量组 ，则称系统为n阶系统或n维系统。状态变量在时刻的状态x(t0)和上的输入函数u(t)，则系统在上任何瞬时的行为都惟一地被确定了。
CAS号：
性质：状态空间是现代控制理论的基础，它用矩阵形式来描述动态系统。如果系统的状态变量是n个变量组成的变量组 ，则称系统为n阶系统或n维系统。状态变量在时刻的状态x(t0)和上的输入函数u(t)，则系统在上任何瞬时的行为都惟一地被确定了。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条