Новое в системе Wolfram Mathematica 9 › Анализ социальных сетей

Клики и сплочённые группы

Нахождение компонентов, кликов и сплочённых групп в сети.

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g = \!\(\*
GraphicsBox[
NamespaceBox["NetworkGraphics",
DynamicModuleBox[{Typeset`graph = HoldComplete[
Graph[{1, 2, 5, 3, 4, 6, 7}, {
         Null, {{1, 2}, {1, 3}, {2, 4}, {4, 5}, {5, 3}, {4, 6}, {5, 
          6}, {4, 7}, {5, 7}}}, {
         ImageSize -> 180, 
          VertexCoordinates -> {{1.9595652573438145`, 
           0.5880825319731845}, {1.4502332118640586`, 
           1.1759717047601015`}, {1.4506626970033527`, 0.}, {
           0.6271580681226379, 0.9434230409725781}, {
           0.6269943909097138, 0.23230866903609504`}, {0., 
           0.5879767003984426}, {1.2, 0.5879767003984426}}, 
          VertexSize -> {0.2}}]], Typeset`boxes, Typeset`boxes$s2d = 
       GraphicsGroupBox[{{
Directive[
Opacity[0.7], 
Hue[0.6, 0.7, 0.5]], 
LineBox[{{
DynamicLocation["VertexID$1", Automatic, Center], 
DynamicLocation["VertexID$2", Automatic, Center]}, {
DynamicLocation["VertexID$1", Automatic, Center], 
DynamicLocation["VertexID$3", Automatic, Center]}, {
DynamicLocation["VertexID$2", Automatic, Center], 
DynamicLocation["VertexID$4", Automatic, Center]}, {
DynamicLocation["VertexID$3", Automatic, Center], 
DynamicLocation["VertexID$5", Automatic, Center]}, {
DynamicLocation["VertexID$4", Automatic, Center], 
DynamicLocation["VertexID$5", Automatic, Center]}, {
DynamicLocation["VertexID$4", Automatic, Center], 
DynamicLocation["VertexID$6", Automatic, Center]}, {
DynamicLocation["VertexID$4", Automatic, Center], 
DynamicLocation["VertexID$7", Automatic, Center]}, {
DynamicLocation["VertexID$5", Automatic, Center], 
DynamicLocation["VertexID$6", Automatic, Center]}, {
DynamicLocation["VertexID$5", Automatic, Center], 
DynamicLocation["VertexID$7", Automatic, Center]}}]}, {
Directive[
Hue[0.6, 0.2, 0.8], 
EdgeForm[
Directive[
GrayLevel[0], 
Opacity[0.7]]]], 
TagBox[
DiskBox[{1.9595652573438145`, 0.5880825319731845}, 
            0.06390264356613662], "DynamicName", 
           BoxID -> "VertexID$1"], 
TagBox[
DiskBox[{1.4502332118640586`, 1.1759717047601015`}, 
            0.06390264356613662], "DynamicName", 
           BoxID -> "VertexID$2"], 
TagBox[
DiskBox[{1.4506626970033527`, 0.}, 0.06390264356613662], 
           "DynamicName", BoxID -> "VertexID$3"], 
TagBox[
DiskBox[{0.6271580681226379, 0.9434230409725781}, 
            0.06390264356613662], "DynamicName", 
           BoxID -> "VertexID$4"], 
TagBox[
DiskBox[{0.6269943909097138, 0.23230866903609504`}, 
            0.06390264356613662], "DynamicName", 
           BoxID -> "VertexID$5"], 
TagBox[
DiskBox[{0., 0.5879767003984426}, 0.06390264356613662], "DynamicName",
            BoxID -> "VertexID$6"], 
TagBox[
DiskBox[{1.2, 0.5879767003984426}, 0.06390264356613662], 
           "DynamicName", 
           BoxID -> "VertexID$7"]}}], $CellContext`flag}, 
TagBox[
DynamicBox[GraphComputation`NetworkGraphicsBox[
         3, Typeset`graph, Typeset`boxes, $CellContext`flag], {
         CachedValue :> Typeset`boxes, SingleEvaluation -> True, 
          SynchronousUpdating -> False, 
          TrackedSymbols :> {$CellContext`flag}},
ImageSizeCache->{{2.5799999999999974`, 
          176.42000000000002`}, {-56.56320000000002, 
          52.76850441619797}}],
MouseAppearanceTag["NetworkGraphics"]],
AllowKernelInitialization->False,
UnsavedVariables:>{$CellContext`flag}]],
DefaultBaseStyle->{
      "NetworkGraphics", 
       FrontEnd`GraphicsHighlightColor -> Hue[0.8, 1., 0.6]},
FrameTicks->None,
ImageSize->180]\);

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