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脑机接口时代,我们还能做什么?——脑科学驱动下的神经外科蜕变与新生
Novel Materials Chemistry for Energy and Environmental Applications
清华大学材料科学与工程研究院《材料科学论坛》:超快激光诱导玻璃微纳结构—现象、机...
创新药可及的全球视野和中国现状
报告题目:
清华信息大讲堂第99讲-三星论坛第3讲:Network Analysis: Characterising structure, complexity and learning
 报告人:
Prof. Edwin Hancock
University of York
报告时间:
2013-03-21 15:00
报告地点:
中央主楼511会议室
主办单位:
信息学院
  简介:
This talk will focus on how graph-structures can be compactly characterised using measurements motivated by diffusion processes and random walks. It will commence by explaining the relationship between the heat equation on a graph, the spectrum of the Laplacian matrix (the degree matrix minus the weighted adjacency matrix) and the steady-state random walk. The talk will then focus in some depth on how the heat kernel, i.e. the solution of the heat equation, can be used to characterize graph structure in a compact way. One of the important steps here is to show that the zeta function is the moment generating functions of the heat kernel trace, and that the zeta function is determined by the distribution of paths and the number of spanning trees in a graph. We will then explore a number of applications of these ideas in image analysis and computer vision.
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