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  "Description": "A flexible statistical framework for network-valued data\nanalysis. It leverages the complexity of the space of\ndistributions on graphs by using the permutation framework for\ninference as implemented in the 'flipr' package. Currently,\nonly the two-sample testing problem is covered and\ngeneralization to k samples and regression will be added in the\nfuture as well. It is a 4-step procedure where the user chooses\na suitable representation of the networks, a suitable metric to\nembed the representation into a metric space, one or more test\nstatistics to target specific aspects of the distributions to\nbe compared and a formula to compute the permutation p-value.\nTwo types of inference are provided: a global test answering\nwhether there is a difference between the distributions that\ngenerated the two samples and a local test for localizing\ndifferences on the network structure. The latter is assumed to\nbe shared by all networks of both samples. References: Lovato,\nI., Pini, A., Stamm, A., Vantini, S. (2020) \"Model-free\ntwo-sample test for network-valued data\"\n<doi:10.1016/j.csda.2019.106896>; Lovato, I., Pini, A., Stamm,\nA., Taquet, M., Vantini, S. (2021) \"Multiscale null hypothesis\ntesting for network-valued data: Analysis of brain networks of\npatients with autism\" <doi:10.1111/rssc.12463>.",
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      "title": "Coercion to Network-Valued Data Object",
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      "title": "Coercion to Vertex Partition",
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      "page": "dist_nvd",
      "title": "Pairwise Distance Matrix Between Two Samples of Networks",
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    },
    {
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      "title": "Distances Between Networks",
      "topics": [
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        "dist_frobenius",
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        "dist_root_euclidean",
        "dist_spectral"
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        "rsbm",
        "samplers"
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