Difference between revisions of "Stam et al 2006"

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In the experiments, the authors show a nonsignificant trend to lower values of cluster coefficient in AD patients and the path length is larger for those patients.
 
In the experiments, the authors show a nonsignificant trend to lower values of cluster coefficient in AD patients and the path length is larger for those patients.
  
You can find the results in [[]]
+
You can find the [[result of AD using small-world]]
  
 
== Related Papers ==
 
== Related Papers ==
  
[1] K. Krippendorf(2004). [[RelatedPaper::Content analysis: An introduction to its methodology]].
+
[1] v Latora, M Marchiori(2001). [[RelatedPaper::Efficient behavior of small-world networks]].
 
 
[2] E. Wenzel(2006). [[RelatedPaper::Dropping knowledge: question-and-answer sites]].
 

Latest revision as of 21:27, 29 March 2011

Citation

C.J.Stam, B.F.Jones, G.Nolte, M.Breakspear and Ph.Scheltens, Small-World Networks and Functional Connectivity in Alzheimer's Disease, 2006

Online Version

You can find the paper [1]

Problem

In this paper, the authors address the question whether functional brain networks in Alzheimer's Disease(AD) are characterized by a loss of small-world features such as high cluster coefficient and a short path length.

Summary

People use synchronization likelihood (SL) to investigate the connectivity or interdependencies within a dynamical system framework such as human's brain. It has been suggested that a small-world network architecture may be optimal for synchronizing neural activity between different brain regions. In this paper, the authors convert the brain network into a binary graph (vertices with undirected edges). By varying the a threshold T which controls the generation of such graphs, the authors verify that small-world phenomenon does exist in AD patients' brains.

Dataset

In this paper, the authors used 28 subjects as their data.

Analysis

In the experiments, the authors show a nonsignificant trend to lower values of cluster coefficient in AD patients and the path length is larger for those patients.

You can find the result of AD using small-world

Related Papers

[1] v Latora, M Marchiori(2001). Efficient behavior of small-world networks.