{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "4ec506f4",
   "metadata": {},
   "source": [
    "# Multiple Comparisons Correction"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e3de31be",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-30T09:43:33.436931Z",
     "iopub.status.busy": "2026-09-30T09:43:33.436657Z",
     "iopub.status.idle": "2026-09-30T09:43:35.733331Z",
     "shell.execute_reply": "2026-09-30T09:43:35.733018Z"
    },
    "tags": [
     "hide-cell"
    ]
   },
   "outputs": [],
   "source": "# First, import the necessary modules and functions\nimport os\n\nimport matplotlib.pyplot as plt\nfrom myst_nb import glue\nfrom nilearn import plotting\nfrom repo2data.repo2data import Repo2Data\n\n# Install the data if running locally, or points to cached data if running on neurolibre\nDATA_REQ_FILE = os.path.abspath(\"../binder/data_requirement.json\")\nrepo2data = Repo2Data(DATA_REQ_FILE)\ndata_path = repo2data.install()\ndata_path = os.path.join(data_path[0], \"data\")\n\n# Set an output directory for any files generated during the book building process\nout_dir = os.path.abspath(\"../outputs/\")\nos.makedirs(out_dir, exist_ok=True)"
  },
  {
   "cell_type": "markdown",
   "id": "11b874fe",
   "metadata": {},
   "source": [
    "In NiMARE, multiple comparisons correction is separated from each CBMA and IBMA `Estimator`, so that any number of relevant correction methods can be applied after the `Estimator` has been fit to the `Dataset`.\n",
    "Some correction options, such as the `montecarlo` option for FWE correction, are designed to work specifically with a given `Estimator` (and are indeed implemented within the `Estimator` class, and only called by the `Corrector`).\n",
    "\n",
    "`Corrector`s are divided into two subclasses: `FWECorrector`s, which correct based on family-wise error rate, and `FDRCorrector`s, which correct based on false discovery rate.\n",
    "\n",
    "All `Corrector`s are initialized with a number of parameters, including the correction method that will be used.\n",
    "After that, you can use the `transform` method on a `MetaResult` object produced by a CBMA or IBMA `Estimator` to apply the correction method.\n",
    "This will return an updated `MetaResult` object, with both the statistical maps from the original `MetaResult`, as well as new, corrected maps.\n",
    "\n",
    "Here we will apply both FWE and FDR correction to results from a MKDADensity meta-analysis, performed back in [](content:cbma:mkdad).\n",
    "\n",
    "```{warning}\n",
    "In the following example, we use 5000 iterations for Monte Carlo FWE correction.\n",
    "Normally, one would use at least 10000 iterations, but we reduced this for the sake of speed.\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "faa18d17",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-30T09:43:35.738439Z",
     "iopub.status.busy": "2026-09-30T09:43:35.737719Z",
     "iopub.status.idle": "2026-09-30T11:33:06.829182Z",
     "shell.execute_reply": "2026-09-30T11:33:06.828705Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO:nimare.correct:Using correction method implemented in Estimator: nimare.meta.cbma.mkda.MKDADensity.correct_fwe_montecarlo.\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a501a63690054e9185fc5cfa33d6d211",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/5000 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO:nimare.meta.cbma.base:Using null distribution for voxel-level FWE correction.\n"
     ]
    }
   ],
   "source": "from nimare import meta, correct\n\nmkdad_meta = meta.cbma.mkda.MKDADensity.load(os.path.join(data_path, \"MKDADensity.pkl.gz\"))\n\nmc_corrector = correct.FWECorrector(method=\"montecarlo\", n_iters=5000, n_cores=4)\nmc_results = mc_corrector.transform(mkdad_meta.results)\nmc_results.save_maps(output_dir=out_dir, prefix=\"MKDADensity_FWE\")\n\nfdr_corrector = correct.FDRCorrector(method=\"indep\")\nfdr_results = fdr_corrector.transform(mkdad_meta.results)"
  },
  {
   "cell_type": "markdown",
   "id": "0e983f9a",
   "metadata": {},
   "source": [
    "Statistical maps saved by NiMARE `MetaResult`s automatically follow a naming convention based loosely on the Brain Imaging Data Standard (BIDS).\n",
    "\n",
    "Let's take a look at the files created by the `FWECorrector`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "59efd4c9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-30T11:33:06.837668Z",
     "iopub.status.busy": "2026-09-30T11:33:06.837269Z",
     "iopub.status.idle": "2026-09-30T11:33:06.841266Z",
     "shell.execute_reply": "2026-09-30T11:33:06.840921Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MKDADensity_FWE_logp_desc-mass_level-cluster_corr-FWE_method-montecarlo.nii.gz\n",
      "MKDADensity_FWE_logp_desc-size_level-cluster_corr-FWE_method-montecarlo.nii.gz\n",
      "MKDADensity_FWE_logp_level-voxel_corr-FWE_method-montecarlo.nii.gz\n",
      "MKDADensity_FWE_p.nii.gz\n",
      "MKDADensity_FWE_stat.nii.gz\n",
      "MKDADensity_FWE_z.nii.gz\n",
      "MKDADensity_FWE_z_desc-mass_level-cluster_corr-FWE_method-montecarlo.nii.gz\n",
      "MKDADensity_FWE_z_desc-size_level-cluster_corr-FWE_method-montecarlo.nii.gz\n",
      "MKDADensity_FWE_z_level-voxel_corr-FWE_method-montecarlo.nii.gz\n"
     ]
    }
   ],
   "source": "from glob import glob\n\nfwe_maps = sorted(glob(os.path.join(out_dir, \"MKDADensity_FWE*.nii.gz\")))\nfwe_maps = [os.path.basename(fwe_map) for fwe_map in fwe_maps]\nprint(\"\\n\".join(fwe_maps))"
  },
  {
   "cell_type": "markdown",
   "id": "9ce9ca2f",
   "metadata": {},
   "source": [
    "If you ignore the prefix, which was specified in the call to `MetaResult.save_maps`, the maps all have a common naming convention.\n",
    "The maps from the original meta-analysis (before multiple comparisons correction) are simply named according to the values contained in the map (e.g., `z`, `stat`, `p`).\n",
    "\n",
    "Maps generated by the correction method, however, use a series of key-value pairs to indicate how they were generated.\n",
    "The `corr` key indicates whether FWE or FDR correction was applied.\n",
    "The `method` key reflects the correction method employed, which was defined by the `method` parameter used to create the `Corrector`.\n",
    "The `level` key simply indicates if the map was corrected at the voxel or cluster level.\n",
    "Finally, the `desc` key reflects any necessary description that goes beyond what is already covered by the other entities."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ed0122d9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-30T11:33:06.941090Z",
     "iopub.status.busy": "2026-09-30T11:33:06.940777Z",
     "iopub.status.idle": "2026-09-30T11:33:13.472594Z",
     "shell.execute_reply": "2026-09-30T11:33:13.472917Z"
    },
    "tags": [
     "hide-cell"
    ]
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/srv/conda/envs/notebook/lib/python3.7/site-packages/nilearn/plotting/img_plotting.py:348: FutureWarning: Default resolution of the MNI template will change from 2mm to 1mm in version 0.10.0\n",
      "  anat_img = load_mni152_template()\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": "<Figure size 600x400 with 10 Axes>"
     },
     "metadata": {
      "scrapbook": {
       "mime_prefix": "application/papermill.record/",
       "name": "figure_corr_cbma"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": "#| label: figure_corr_cbmacell\nmeta_results = {\n    \"Cluster-level Monte Carlo\": mc_results.get_map(\n        \"z_desc-size_level-cluster_corr-FWE_method-montecarlo\",\n        return_type=\"image\",\n    ),\n    \"Independent FDR\": fdr_results.get_map(\n        \"z_corr-FDR_method-indep\",\n        return_type=\"image\",\n    ),\n}\n\nfig, axes = plt.subplots(figsize=(6, 4), nrows=2)\n\nfor i_meta, (name, file_) in enumerate(meta_results.items()):\n    display = plotting.plot_stat_map(\n        file_,\n        annotate=False,\n        axes=axes[i_meta],\n        draw_cross=False,\n        cmap=\"Reds\",\n        cut_coords=[0, 0, 0],\n        figure=fig,\n    )\n    axes[i_meta].set_title(name)\n\n    colorbar = display._cbar\n    colorbar_ticks = colorbar.get_ticks()\n    if colorbar_ticks[0] < 0:\n        new_ticks = [colorbar_ticks[0], 0, colorbar_ticks[-1]]\n    else:\n        new_ticks = [colorbar_ticks[0], colorbar_ticks[-1]]\n    colorbar.set_ticks(new_ticks, update_ticks=True)\n\nglue(\"figure_corr_cbma\", fig, display=False)"
  },
  {
   "cell_type": "markdown",
   "id": "78136106",
   "metadata": {},
   "source": "```{glue:figure} figure_corr_cbma\n:name: figure_corr_cbma-notebook\n:align: center\n\nAn array of plots of the corrected statistical maps produced by the different multiple comparisons correction methods.\n```"
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.10"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
     "01582731a18d4d0a9d5c9bbce9f87098": {
      "model_module": "@jupyter-widgets/controls",
      "model_module_version": "1.5.0",
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