Inverse Problem of networks-reconstruction of graph

机译：网络逆问题-图的重构

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In this note, we report a new approach in reconstruction of the general complex network based on the system test. Suppose that there is a 1-d wave system defined on a metric graph, and the state of system is measurable. Firstly, we determine the Green function matrix of any given complex network by the Laplace transform of the state. Secondly, we obtain the relationship between the Green function matrix and the incident matrix, from which we reconstruct the complex network for any given Green function matrix.

机译：在本说明中，我们报告了一种基于系统测试的通用复杂网络重构的新方法。假设在度量图中定义了一维系统，并且系统的状态是可测量的。首先，我们通过状态的拉普拉斯变换确定任何给定复杂网络的格林函数矩阵。其次，我们获得了格林函数矩阵和入射矩阵之间的关系，由此我们可以为任何给定的格林函数矩阵重建复杂网络。

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来源
《New aspects of systems theory and scientific computation》|2010年|p.41-47|共7页
会议地点 Taiwan(CT);Taiwan(CT)
作者
Lei Wang; Gen Qi Xu; Nikos E. Mastorakis;
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作者单位

Tianjin University Department of Mathematics Tianjin, 300072 China;

Tianjin University Department of Mathematics Tianjin, 300072 China;

Military Institutes of University Education Hellenic Naval Academy Terma Hatzikyriakou, Piraeus, Greece;

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会议组织
原文格式 PDF
正文语种 eng
中图分类 C94;
关键词
network; reconstruction; green function matrix; intersection matrix;

机译：网络;重建;绿色函数矩阵；相交矩阵;

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Inverse Problem of networks-reconstruction of graph

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