{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Integrating with MaldiAMRKit (`MaldiSet`)\n",
    "\n",
    "End-to-end workflow for users of the MaldiAMRKit ecosystem: start from a `MaldiSet`, delegate the batch-effect correction to MaldiBatchKit via `MaldiSetAdapter`, and keep MaldiAMRKit's downstream machinery (`.y`, `.filter(...)`, AMR evaluation) working on the corrected dataset.\n",
    "\n",
    "Uses the **MALDI-Kleb-AI** dataset (Rocchi *et al.*, 2026; [Zenodo DOI 10.5281/zenodo.17405072](https://zenodo.org/records/17405072)); see notebook 01 for caching details. `load_maldi_kleb_ai` already builds a `MaldiSet` internally; we reach through `ds.maldi_set` to pass it to the adapter.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 1. Load the MALDI-Kleb-AI MaldiSet\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-04-23T12:26:45.492712Z",
     "iopub.status.busy": "2026-04-23T12:26:45.492598Z",
     "iopub.status.idle": "2026-04-23T12:27:06.565903Z",
     "shell.execute_reply": "2026-04-23T12:27:06.565593Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "92d562e4d4664748b25f7d5c40c8a559",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Processing spectra:   0%|          | 0/743 [00:00<?, ?spectrum/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MaldiSet(n_spectra=743, species='all', antibiotics=['Amikacin'])\n",
      "X shape: (741, 6000) | y columns: ['Amikacin']\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Amikacin</th>\n",
       "      <th>Meropenem</th>\n",
       "      <th>Species</th>\n",
       "      <th>City</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ID</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>FPG_2_9_spectrum</th>\n",
       "      <td>R</td>\n",
       "      <td>R</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Rome</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>FPG_2_15_spectrum</th>\n",
       "      <td>R</td>\n",
       "      <td>R</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Rome</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>FPG_2_47_spectrum</th>\n",
       "      <td>S</td>\n",
       "      <td>S</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Rome</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>FPG_2_55_spectrum</th>\n",
       "      <td>R</td>\n",
       "      <td>R</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Rome</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>FPG_2_57_spectrum</th>\n",
       "      <td>S</td>\n",
       "      <td>S</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Rome</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  Amikacin Meropenem                Species  City\n",
       "ID                                                               \n",
       "FPG_2_9_spectrum         R         R  Klebsiella pneumoniae  Rome\n",
       "FPG_2_15_spectrum        R         R  Klebsiella pneumoniae  Rome\n",
       "FPG_2_47_spectrum        S         S  Klebsiella pneumoniae  Rome\n",
       "FPG_2_55_spectrum        R         R  Klebsiella pneumoniae  Rome\n",
       "FPG_2_57_spectrum        S         S  Klebsiella pneumoniae  Rome"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import sys, pathlib\n",
    "sys.path.insert(0, str(pathlib.Path.cwd().parent))\n",
    "from notebooks._demo import load_maldi_kleb_ai\n",
    "\n",
    "demo = load_maldi_kleb_ai(antibiotic='Amikacin', verbose=True)\n",
    "ds = demo.maldi_set\n",
    "print(ds)\n",
    "print('X shape:', ds.X.shape, '| y columns:', list(ds.y.columns))\n",
    "ds.meta.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 2. Inspect the cross-centre batch effect\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-04-23T12:27:06.567686Z",
     "iopub.status.busy": "2026-04-23T12:27:06.567534Z",
     "iopub.status.idle": "2026-04-23T12:27:07.989455Z",
     "shell.execute_reply": "2026-04-23T12:27:07.988667Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "silhouette (before): 0.046\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "kBET acceptance (before): 0.239\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "from maldibatchkit.diagnostics import silhouette_batch, kbet\n",
    "from maldibatchkit.viz import plot_peak_shift\n",
    "\n",
    "batch = ds.meta['City']   # Rome / Milan / Catania\n",
    "print(f'silhouette (before): {silhouette_batch(ds.X, batch):.3f}')\n",
    "print(f'kBET acceptance (before): {kbet(ds.X, batch)[\"acceptance_rate\"]:.3f}')\n",
    "fig, ax = plot_peak_shift(batch, ds.X, mz_values=demo.mz)\n",
    "ax.set_xlim(2000, 12000)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 3. Correct via `MaldiSetAdapter`\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-04-23T12:27:07.991084Z",
     "iopub.status.busy": "2026-04-23T12:27:07.990741Z",
     "iopub.status.idle": "2026-04-23T12:27:08.861114Z",
     "shell.execute_reply": "2026-04-23T12:27:08.860261Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "original X: (741, 6000) | corrected X: (741, 6000)\n",
      "AMR labels unchanged: True\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Amikacin</th>\n",
       "      <th>Meropenem</th>\n",
       "      <th>Species</th>\n",
       "      <th>City</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1-8317003599</th>\n",
       "      <td>S</td>\n",
       "      <td>S</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Milan</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10-8320002130</th>\n",
       "      <td>S</td>\n",
       "      <td>S</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Milan</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100-8660007296</th>\n",
       "      <td>S</td>\n",
       "      <td>S</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Milan</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1004</th>\n",
       "      <td>R</td>\n",
       "      <td>R</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Rome</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>101-8140000209</th>\n",
       "      <td>S</td>\n",
       "      <td>S</td>\n",
       "      <td>Klebsiella pneumoniae</td>\n",
       "      <td>Milan</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               Amikacin Meropenem                Species   City\n",
       "1-8317003599          S         S  Klebsiella pneumoniae  Milan\n",
       "10-8320002130         S         S  Klebsiella pneumoniae  Milan\n",
       "100-8660007296        S         S  Klebsiella pneumoniae  Milan\n",
       "1004                  R         R  Klebsiella pneumoniae   Rome\n",
       "101-8140000209        S         S  Klebsiella pneumoniae  Milan"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from maldibatchkit.integrations import MaldiSetAdapter\n",
    "from maldibatchkit import SpeciesAwareComBat\n",
    "\n",
    "adapter = MaldiSetAdapter(\n",
    "    batch_column='City',\n",
    "    species_column='Species',\n",
    "    quality_column=None,   # SNR is stored on the DemoDataset, not on ds.meta\n",
    ")\n",
    "corrected_ds = adapter.correct(ds, SpeciesAwareComBat)\n",
    "\n",
    "# Original dataset is untouched and the corrected MaldiSet keeps every property.\n",
    "print('original X:', ds.X.shape, '| corrected X:', corrected_ds.X.shape)\n",
    "print('AMR labels unchanged:', (ds.y.values == corrected_ds.y.values).all())\n",
    "corrected_ds.meta.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 4. Verify the correction\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-04-23T12:27:08.862655Z",
     "iopub.status.busy": "2026-04-23T12:27:08.862497Z",
     "iopub.status.idle": "2026-04-23T12:27:09.652920Z",
     "shell.execute_reply": "2026-04-23T12:27:09.652216Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "silhouette (after):  -0.001\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "kBET acceptance (after): 0.375\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(f'silhouette (after):  {silhouette_batch(corrected_ds.X, batch):.3f}')\n",
    "print(f'kBET acceptance (after): {kbet(corrected_ds.X, batch)[\"acceptance_rate\"]:.3f}')\n",
    "fig, ax = plot_peak_shift(batch, corrected_ds.X, mz_values=demo.mz)\n",
    "ax.set_xlim(2000, 12000)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 5. Swap in a quality-weighted corrector\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-04-23T12:27:09.654832Z",
     "iopub.status.busy": "2026-04-23T12:27:09.654712Z",
     "iopub.status.idle": "2026-04-23T12:27:10.593819Z",
     "shell.execute_reply": "2026-04-23T12:27:10.592521Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "silhouette (QW-ComBat): 0.011\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "kBET acceptance (QW-ComBat): 0.371\n"
     ]
    }
   ],
   "source": [
    "from maldibatchkit import QualityWeightedComBat\n",
    "\n",
    "# Supply the SNR column computed by load_maldi_kleb_ai directly via transformer_kwargs.\n",
    "qw_ds = adapter.correct(\n",
    "    ds,\n",
    "    QualityWeightedComBat,\n",
    "    transformer_kwargs={'quality': demo.quality.loc[ds.X.index]},\n",
    ")\n",
    "print(f'silhouette (QW-ComBat): {silhouette_batch(qw_ds.X, batch):.3f}')\n",
    "print(f'kBET acceptance (QW-ComBat): {kbet(qw_ds.X, batch)[\"acceptance_rate\"]:.3f}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The adapter routes the `Species` column to `SpeciesAwareComBat`'s `species` argument automatically. Pass quality (SNR) through `transformer_kwargs` when it isn't already a column on `ds.meta`; if your `MaldiSet` has one, set `quality_column='<col_name>'` and the adapter will route it for you.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 6. Continue with MaldiAMRKit downstream tools\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-04-23T12:27:10.595827Z",
     "iopub.status.busy": "2026-04-23T12:27:10.595559Z",
     "iopub.status.idle": "2026-04-23T12:27:10.609065Z",
     "shell.execute_reply": "2026-04-23T12:27:10.608363Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "K. pneumoniae samples: 684 / 741\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Amikacin</th>\n",
       "      <th>S</th>\n",
       "      <th>R</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Amikacin</th>\n",
       "      <td>372</td>\n",
       "      <td>369</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Amikacin    S    R\n",
       "Amikacin  372  369"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# The corrected MaldiSet behaves exactly like the original.\n",
    "kp_mask = corrected_ds.meta['Species'] == 'Klebsiella pneumoniae'\n",
    "print(f'K. pneumoniae samples: {kp_mask.sum()} / {len(corrected_ds.meta)}')\n",
    "# AMR label prevalence after correction (labels are untouched)\n",
    "corrected_ds.y.apply(lambda s: s.value_counts()).T"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Summary\n",
    "\n",
    "* `MaldiSetAdapter` takes a `MaldiSet` plus three column-name hints and returns a new `MaldiSet` whose `.X` yields the corrected matrix.\n",
    "* Species-style metadata is routed to the transformer's categorical covariate slot automatically.\n",
    "* The corrected dataset keeps working with every MaldiAMRKit feature: `.y`, `.meta`, `.filter(...)`, AMR evaluation, etc.\n"
   ]
  }
 ],
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