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    A MODIFIED METHOD TO CONSTRUCT THE GRAY SYSTEM GM(1, 1) MODEL
    灰色系统GM(1,1)模型改进的建模方法
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    A NeW Method of Estimation of the GM(1,1)Model Parameters and Hypothesis Testing
    GM(1,1)模型参数估计的新方法及假设检验
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    A Time-lag-existing GM(1,2) Model and Its Application
    带有时滞的GM(1,2)模型及应用
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    Development of Continuous GM(1, N ) Model and Prediction of Chromatographic Retention Behaviour
    连续GM(1,N)模型的建立及在色谱保留行为的预测
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    Study of the Chaotic characteristics of GM(1,1) Model in Grey System Theory
    灰色系统中GM(1,1)模型的混沌特性研究
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  “) model”译为未确定词的双语例句
    At the same time the author proposes a method for reducing the modeled errors of GM(1,1) model.
    作者还提出了一种降低GM(1,1)模型模拟误差的方法。
    Using Grassberger procaccia mothod, this paper inspected the nonlinear structure of time series and proposed a nonlinear criteria for reliability forecasting of AR (q) model by reconstructing the phase space of time series and calculating the incidence in tegration.
    本文应用Grassberger-procaccia方法,通过时间序列的相空间重构和关联积分的计算,检测时间序列中的非线性结构,给出经济系统中AR(q)建模预测可信度的另一种非线性判据。
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    In this paper, a frame of multidimensional sustainable development (MSD) model,the concept of MSD vector and MSD function are established. Using the MSD function, a quantitative approach of the sustainable development ability in the MSD system is established. The preferred development principle and the balanced development principle in MSD system are illustrated by examples.
    本文初步建立了多维可持续发展模式框架、多维可持续发展向量和多维可持续发展函数,用多维可持续发展函数确立定量研究多维可持续发展系统可持续发展能力的方法,举例说明多维可持续发展系统中的“优先发展原则”与“均衡发展原则
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    The restricted zone of using GM(1,1) is broken while the absolute value of the development coefficient is a bigger number and improve the GM(1,1) model's precision.
    弥补了原方法不具有白指数律重合性的缺陷 ,突破了当发展系数的绝对值较大时GM(1,1)不能应用的禁区 ,提高了建模精度
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    System Dynamics(SD)model has a lot of advantages on simulating the changing behavior of large scale and complex systems.
    系统动力学 (SD)在模拟复杂大系统的动态行为等方面颇具有优势 ;
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  model
Reductive group actions on affine quadrics with 1-dimensional quotient: Linearization when a linear model exists
      
A linear model for a given action is a linear orthogonal action with the same orbit types and equivalent slice representations.
      
We prove that if a reductive group action on an affine quadric with a 1-dimensional quotient has a linear model, then the action is linearizable.
      
Using the path model and the theory of crystals, we generalize the concept of patterns to arbitrary complex semi-simple algebraic groups.
      
In the model situationD is the Siegel disc,S is the manifold of Lagrangian subspaces andG is the symplectic group.
      
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This paper introduces the pansystems view PM28, and related basic concepts.Pansystems combinations, pansystems panoptimizations, pantransformations, panderivatives and pansystems clustering. etc. The core of the framework is the thinking of interpanoptimizations of the 15-pansystems and the mathematical models of panderivatives of generalized systems.

本文介绍泛系观PM28,PM84以及有关的基本概念:泛系结合,泛系显生,泛转,泛导和泛系聚类.重点是十五泛系互显生的思想与广义系统泛导的数学模型.

In this paper, the dynamic procedure for shift and control in feedback loop dominance of system dynamics model is discussed. In feedback system, it is known as feedback loop dominance through which the characteristic behavior of dynamic system can be transited from exponential growth, the result of positive feedback,to asymptotic growth, the result of negative feedback. As enviormental limitations and by the action of system variables each other, a feedback loop dominance can be took turns in dynamic system....

In this paper, the dynamic procedure for shift and control in feedback loop dominance of system dynamics model is discussed. In feedback system, it is known as feedback loop dominance through which the characteristic behavior of dynamic system can be transited from exponential growth, the result of positive feedback,to asymptotic growth, the result of negative feedback. As enviormental limitations and by the action of system variables each other, a feedback loop dominance can be took turns in dynamic system. This dynamic procedure is known as shift in feedback loop dominance.So, if this procedure can be Controled effectively, the Characteristic behavior of dynamic system Can be dominated.

本文讨论了反馈动态系统主导环的切换与控制问题.在反馈系统中能够对系统行为起支配作用的反馈环就是主导环.在系统各因素的相互作用和制约下,反馈系统的主导环可以在具有不同特性的反馈环之间轮换,这个动态过程就是主导环的切换.如果能有效地控制动态系统主导环的切换过程,那么就能有效地控制动态系统行为的变化过程.

Researches for Complex systems become more and more important in modern science. System dynamics has done its significant work for the integration of System Theory and Computer Science in this field, Each dynamic system forms a complex causality network. Now we can use the panweighted network in Pansystems Theory for the dynamic system modeling, and further perform the automatic reasoning on this model. This new idea may be developed into a deep seated issue in AI. In this article, the method of both modeling...

Researches for Complex systems become more and more important in modern science. System dynamics has done its significant work for the integration of System Theory and Computer Science in this field, Each dynamic system forms a complex causality network. Now we can use the panweighted network in Pansystems Theory for the dynamic system modeling, and further perform the automatic reasoning on this model. This new idea may be developed into a deep seated issue in AI. In this article, the method of both modeling and automatic reasoning on a panweighted network in dynamic system will be introducted together with a simple and typical example in System dynamics, The further extention of this new method will be discussed in other articles.

对复杂系统的研究已成为现代科学发展的核心问题之一,系统动力学为系统理论与计算机科学在此领域的结合作出了开创性的工作。泛系方法论从广义系统的数学化描述出发,用泛权网络研究系统的充分可观控建模,为系统动力学模型的高层次、多维化发展找到了新的突破口。在此基础上再用计算机自动推理技术进行系统仿真,将会发展成人工智能领域的一个深层次问題。本文通过用泛权网络建立起动态系统的仿真模型,引入PROLOG语言实现其因果关系的自动推理,并给出一个简单的案例。

 
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