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Graphlets in mathematics are induced subgraph isomorphism classes in a graph,[1][2] i.e. two graphlet occurrences are isomorphic, whereas two graphlets are non-isomorphic. Graphlets differ from network motifs in a statistical sense, network motifs are defined as over- or under-represented graphlets with respect to some random graph null model.
^Pržulj N, Corneil DG, Jurisica I: Modeling Interactome, Scale-Free or Geometric?, Bioinformatics 2004, 20(18):3508-3515.
^Pržulj N, Biological Network Comparison Using Graphlet Degree Distribution, Bioinformatics 2007, 23:e177-e183.
non-isomorphic. Graphlets differ from network motifs in a statistical sense, network motifs are defined as over- or under-represented graphlets with respect...
Pržulj, N.; Corneil, D. G.; Jurisica, I. (2006), "Efficient estimation of graphlet frequency distributions in protein–protein interaction networks", Bioinformatics...
formats used in graph drawing (e.g. daVinci, Graph Modelling Language (GML), Graphlet, GraphXML) and current discussions on exchange formats for graph transformation...
matches pairs of nodes originating in different networks based on their graphlet degree signature similarities, where a higher similarity between two nodes...
diameter; spectrum of shortest path lengths; relative graphlet frequency distance; and graphlet degree distribution agreement. Instructions on how to...
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