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The Study of Dynamic Parameters of Corporate Graphic Stations Using Methods of Adaptive Regression Multi-Parameter Modeling

机译:基于自适应回归多参数建模方法的企业图形站动态参数研究

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Currently, when solving a number of geophysical and cartographic tasks, one uses corporate graphic stations (CGS) that have particular software packages and digital databases. CGS are used due to the presence of licensed software and authors developments whose installation on several personal computers is not economically and strategically viable. At the same time, CGS may represent a limited access server. Obviously, widening of CGS functions leads to the rise in the number of users. Correspondingly, the increase in the number of CGS users leads to the worsening of software resources usage. To optimize the work, it is necessary to investigate the traffic dynamics (TD) for CGS. The traffic dynamics analysis may be performed using robust methods. For this purpose, one constructs mathematical models of TD for CGS. The aim of this paper is to analyze TD for CGS using the adaptive regression modeling and to find efficient prediction parameters for CGS work. To solve this task, we used adaptive regression multi-parameter (ARMP) modeling. Within ARMP approach, several multi-parameter iterations for assessing the data on time series (DTS) of CGS activity are performed. During the iterations, one finds the most efficient structure DTS, determines the efficiency of adapting the observed values to model ones (ε), and assesses the prediction parameters (∆ε). At harmonic analysis of DTS, 2 main harmonics with periods of 1 day and 6 months were selected. At 1-day period, CGS workload gradient starts increasing at 8 a.m. and achieves maximum at noon decreasing by 10 p.m. The study of the main and other harmonic terms when analyzing DTS will allow increasing the efficiency of using CGS and developing a progressive system of TD.
机译:目前,在解决许多地球物理和制图任务时,可以使用具有特定软件包和数字数据库的企业图形站(CGS)。由于许可软件的存在和作者开发,其安装在几个个人计算机上的安装不是经济和战略性的,所以使用CGS。同时,CGS可以代表有限的访问服务器。显然,CGS功能的扩展导致用户数量的增加。相应地,CGS用户数量的增加导致软件资源使用恶化。为了优化工作,有必要调查CGS的交通动态(TD)。可以使用鲁棒方法进行交通动态分析。为此目的,一个构建用于CG的TD的数学模型。本文的目的是使用自适应回归建模分析CGS的TD,并找到CGS工作的有效预测参数。要解决此任务,我们使用自适应回归多参数(ARMP)建模。在ARMP方法中,执行用于评估CGS活动的时间序列(DTS)的多个多参数迭代。在迭代期间,找到最有效的结构DTS,确定将观察值调整为模型(ε)的效率,并评估预测参数(Δε)。在DTS的谐波分析中,选择了2个主要谐波,选择了1天和6个月。在1天的时间内,CGS工作负荷梯度在上午8点开始增加,并在中午10点下午10点达到最大值。在分析DTS时,对主要和其他谐波术语的研究将允许增加使用CGS的效率并开发TD的渐进式系统。

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