{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# MaldiAMRKit - Drift Monitoring\n",
"\n",
"This notebook demonstrates `maldiamrkit.drift.DriftMonitor`, which anchors\n",
"a baseline on the earliest timestamps and tracks temporal drift through\n",
"three complementary views:\n",
"\n",
"- **Reference similarity** - distance of per-window median spectrum to\n",
" the baseline reference (no labels needed)\n",
"- **PCA centroid trajectory** - how windows move in a baseline-fitted\n",
" PCA space\n",
"- **Peak-selection stability + effect-size drift** - Jaccard overlap of\n",
" top-k discriminative peaks per window vs. baseline, and Cohen's d of\n",
" specific peaks over time"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Dataset\n",
"\n",
"These notebooks use the **MALDI-Kleb-AI** dataset (Rocchi *et al.*, 2026; [Zenodo DOI 10.5281/zenodo.17405072](https://zenodo.org/records/17405072)), a curated archive of MALDI-TOF spectra of *Klebsiella* clinical isolates from three Italian centres (Rome, Milan, Catania) with Amikacin / Meropenem resistance annotations. For simplicity we restrict the demo to the **Rome sub-cohort** (single site, no batch correction needed). The helper in [`notebooks/_demo.py`](_demo.py) caches the 370 MB tarball under `~/.cache/maldiamrkit/` (or `$MALDIAMRKIT_CACHE_DIR`) on first use."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Load the Dataset\n",
"\n",
"We load the Rome cohort. The Zenodo metadata does not expose an\n",
"acquisition timestamp, so we **simulate dates** by spreading the real\n",
"spectra uniformly across a six-month window. The spectra themselves are\n",
"real clinical isolates; only the time axis is synthetic, which lets us\n",
"demonstrate the `DriftMonitor` API end-to-end without fabricating data."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:44.044953Z",
"iopub.status.busy": "2026-05-13T10:10:44.044748Z",
"iopub.status.idle": "2026-05-13T10:10:53.991934Z",
"shell.execute_reply": "2026-05-13T10:10:53.991416Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/ettore/.venvs/maldiamrkit/lib/python3.10/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
" from .autonotebook import tqdm as notebook_tqdm\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"Processing spectra: 0%| | 0/472 [00:00, ?spectrum/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"Processing spectra: 100%|██████████| 472/472 [00:00<00:00, 4947.34spectrum/s]"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Rows: (470, 6000), class counts: {1: 273, 0: 197}\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\n"
]
}
],
"source": [
"import pathlib\n",
"import sys\n",
"\n",
"import numpy as np\n",
"import pandas as pd\n",
"\n",
"from maldiamrkit.susceptibility import LabelEncoder\n",
"\n",
"sys.path.insert(0, str(pathlib.Path.cwd())) # _demo.py sits next to this notebook\n",
"from _demo import load_maldi_kleb_ai\n",
"\n",
"ds = load_maldi_kleb_ai(antibiotic=\"Amikacin\", verbose=True)\n",
"encoder = LabelEncoder(intermediate=\"nan\")\n",
"y = (\n",
" pd.Series(\n",
" encoder.fit_transform(ds.meta[\"Amikacin\"]),\n",
" index=ds.meta.index,\n",
" name=\"Amikacin\",\n",
" )\n",
" .dropna()\n",
" .astype(int)\n",
")\n",
"X = ds.X.loc[y.index]\n",
"print(f\"Rows: {X.shape}, class counts: {y.value_counts().to_dict()}\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Attach a Synthetic Acquisition Date\n",
"\n",
"We spread the spectra evenly across 180 days, ordered by sample ID, and\n",
"wrap them in a tiny shim exposing `.X`, `.meta`, and `.get_y_single()`\n",
"- the only attributes `DriftMonitor` needs."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:53.993248Z",
"iopub.status.busy": "2026-05-13T10:10:53.993126Z",
"iopub.status.idle": "2026-05-13T10:10:54.013543Z",
"shell.execute_reply": "2026-05-13T10:10:54.012953Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Date range: 2025-01-01 → 2025-06-30\n",
"Class counts: {1: 273, 0: 197}\n"
]
}
],
"source": [
"from dataclasses import dataclass\n",
"\n",
"\n",
"@dataclass\n",
"class TimestampedSet:\n",
" \"\"\"Adapter that exposes the small surface DriftMonitor expects.\"\"\"\n",
"\n",
" X: pd.DataFrame\n",
" meta: pd.DataFrame\n",
"\n",
" def get_y_single(self, antibiotic: str | None = None) -> pd.Series:\n",
" \"\"\"Return the label column for ``antibiotic`` (default Amikacin).\"\"\"\n",
" col = antibiotic or \"Amikacin\"\n",
" return self.meta.loc[self.X.index, col]\n",
"\n",
"\n",
"ordered = X.sort_index()\n",
"start = pd.Timestamp(\"2025-01-01\")\n",
"days = np.linspace(0, 180, num=len(ordered), dtype=int)\n",
"dates = [start + pd.Timedelta(days=int(d)) for d in days]\n",
"\n",
"meta_full = pd.DataFrame(\n",
" {\n",
" \"Amikacin\": y.loc[ordered.index].astype(int),\n",
" \"acquisition_date\": dates,\n",
" },\n",
" index=ordered.index,\n",
")\n",
"dataset = TimestampedSet(X=ordered, meta=meta_full)\n",
"lo = meta_full[\"acquisition_date\"].min().date()\n",
"hi = meta_full[\"acquisition_date\"].max().date()\n",
"print(f\"Date range: {lo} → {hi}\")\n",
"print(\"Class counts:\", meta_full[\"Amikacin\"].value_counts().to_dict())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Fit the DriftMonitor\n",
"\n",
"By default, the baseline is the earliest 20% of sorted timestamps. Below\n",
"we use a 30-day sliding window."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:54.014756Z",
"iopub.status.busy": "2026-05-13T10:10:54.014646Z",
"iopub.status.idle": "2026-05-13T10:10:54.086342Z",
"shell.execute_reply": "2026-05-13T10:10:54.085735Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Baseline cutoff: 2025-02-05\n"
]
}
],
"source": [
"from maldiamrkit.drift import DriftMonitor\n",
"\n",
"monitor = DriftMonitor(\n",
" time_column=\"acquisition_date\",\n",
" window=\"30D\",\n",
" metric=\"cosine\",\n",
" min_samples=5,\n",
").fit(dataset)\n",
"print(f\"Baseline cutoff: {monitor.baseline_end_.date()}\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 1. Reference Similarity\n",
"\n",
"For each 30-day window we compute the median spectrum and measure its\n",
"cosine distance to the baseline reference (element-wise median of\n",
"baseline rows). A rising line signals that the population is drifting\n",
"away from the baseline fingerprint."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:54.087992Z",
"iopub.status.busy": "2026-05-13T10:10:54.087865Z",
"iopub.status.idle": "2026-05-13T10:10:54.161161Z",
"shell.execute_reply": "2026-05-13T10:10:54.160684Z"
}
},
"outputs": [
{
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},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from maldiamrkit.drift import plot_reference_drift\n",
"\n",
"ref_df = monitor.monitor(dataset)\n",
"ref_df.head()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:54.163246Z",
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},
"outputs": [
{
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_ = plot_reference_drift(\n",
" ref_df,\n",
" title=\"Cosine distance to baseline reference - Rome cohort\",\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 2. PCA Centroid Trajectory\n",
"\n",
"`monitor_pca` projects each window's rows onto a PCA space fitted on\n",
"the baseline, then reports the per-window centroid (PC1, PC2) and\n",
"dispersion (mean distance from centroid).\n",
"\n",
"`plot_pca_drift` draws arrows between consecutive centroids and colours\n",
"each point by time (early → late)."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:54.627064Z",
"iopub.status.busy": "2026-05-13T10:10:54.626825Z",
"iopub.status.idle": "2026-05-13T10:10:54.669607Z",
"shell.execute_reply": "2026-05-13T10:10:54.668907Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" window_start | \n",
" window_end | \n",
" centroid_pc1 | \n",
" centroid_pc2 | \n",
" dispersion | \n",
" n_spectra | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" 2025-02-06 | \n",
" 2025-03-08 | \n",
" 15.638410 | \n",
" 7.322260 | \n",
" 28.561470 | \n",
" 78 | \n",
"
\n",
" \n",
" | 1 | \n",
" 2025-03-08 | \n",
" 2025-04-07 | \n",
" 11.465971 | \n",
" 0.634700 | \n",
" 29.147355 | \n",
" 79 | \n",
"
\n",
" \n",
" | 2 | \n",
" 2025-04-07 | \n",
" 2025-05-07 | \n",
" 17.153615 | \n",
" 2.299735 | \n",
" 30.926929 | \n",
" 78 | \n",
"
\n",
" \n",
" | 3 | \n",
" 2025-05-07 | \n",
" 2025-06-06 | \n",
" 16.887356 | \n",
" -1.988096 | \n",
" 35.732134 | \n",
" 78 | \n",
"
\n",
" \n",
" | 4 | \n",
" 2025-06-06 | \n",
" 2025-07-06 | \n",
" 3.947033 | \n",
" 0.726848 | \n",
" 33.505330 | \n",
" 63 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" window_start window_end centroid_pc1 centroid_pc2 dispersion n_spectra\n",
"0 2025-02-06 2025-03-08 15.638410 7.322260 28.561470 78\n",
"1 2025-03-08 2025-04-07 11.465971 0.634700 29.147355 79\n",
"2 2025-04-07 2025-05-07 17.153615 2.299735 30.926929 78\n",
"3 2025-05-07 2025-06-06 16.887356 -1.988096 35.732134 78\n",
"4 2025-06-06 2025-07-06 3.947033 0.726848 33.505330 63"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from maldiamrkit.drift import plot_pca_drift\n",
"\n",
"pca_df = monitor.monitor_pca(dataset)\n",
"pca_df.head()"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:54.671146Z",
"iopub.status.busy": "2026-05-13T10:10:54.671007Z",
"iopub.status.idle": "2026-05-13T10:10:54.772050Z",
"shell.execute_reply": "2026-05-13T10:10:54.771457Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_ = plot_pca_drift(pca_df, title=\"PCA centroid trajectory - Rome cohort\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 3. Peak-Selection Stability\n",
"\n",
"For each window, `monitor_peak_stability` fits a fresh\n",
"`DifferentialAnalysis` and computes the Jaccard overlap of its top-k\n",
"peaks with the baseline top-k. A falling curve means discriminative\n",
"peaks are shifting over time - a red flag for biomarker studies."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:10:54.773339Z",
"iopub.status.busy": "2026-05-13T10:10:54.773227Z",
"iopub.status.idle": "2026-05-13T10:11:04.900757Z",
"shell.execute_reply": "2026-05-13T10:11:04.900204Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" window_start | \n",
" stability_score | \n",
" n_spectra | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" 2025-02-06 | \n",
" 0.000000 | \n",
" 78 | \n",
"
\n",
" \n",
" | 1 | \n",
" 2025-03-08 | \n",
" 0.071429 | \n",
" 79 | \n",
"
\n",
" \n",
" | 2 | \n",
" 2025-04-07 | \n",
" 0.000000 | \n",
" 78 | \n",
"
\n",
" \n",
" | 3 | \n",
" 2025-05-07 | \n",
" 0.000000 | \n",
" 78 | \n",
"
\n",
" \n",
" | 4 | \n",
" 2025-06-06 | \n",
" 0.200000 | \n",
" 63 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" window_start stability_score n_spectra\n",
"0 2025-02-06 0.000000 78\n",
"1 2025-03-08 0.071429 79\n",
"2 2025-04-07 0.000000 78\n",
"3 2025-05-07 0.000000 78\n",
"4 2025-06-06 0.200000 63"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from maldiamrkit.differential import DifferentialAnalysis\n",
"from maldiamrkit.drift import plot_peak_stability\n",
"\n",
"baseline_analysis = DifferentialAnalysis(ordered, meta_full[\"Amikacin\"]).run()\n",
"stability_df = monitor.monitor_peak_stability(\n",
" dataset,\n",
" baseline_analysis,\n",
" antibiotic=\"Amikacin\",\n",
" n_top=15,\n",
")\n",
"stability_df.head()"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:11:04.902182Z",
"iopub.status.busy": "2026-05-13T10:11:04.902063Z",
"iopub.status.idle": "2026-05-13T10:11:04.983176Z",
"shell.execute_reply": "2026-05-13T10:11:04.982499Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_ = plot_peak_stability(\n",
" stability_df,\n",
" title=\"Top-15 peak-selection Jaccard vs. baseline\",\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 4. Per-Peak Effect-Size Drift\n",
"\n",
"If you already have a short list of peaks of interest (e.g., from the\n",
"baseline analysis), `monitor_effect_sizes` tracks their Cohen's d\n",
"between R and S in each window. A peak whose d drops toward zero (or\n",
"flips sign) is losing discriminative power."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:11:04.984441Z",
"iopub.status.busy": "2026-05-13T10:11:04.984318Z",
"iopub.status.idle": "2026-05-13T10:11:05.018749Z",
"shell.execute_reply": "2026-05-13T10:11:05.018100Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" window_start | \n",
" 4703.0 | \n",
" 4712.0 | \n",
" 4715.0 | \n",
" 11114.0 | \n",
" 11108.0 | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" 2025-02-06 | \n",
" 0.556368 | \n",
" 0.352241 | \n",
" 0.450814 | \n",
" 0.401412 | \n",
" 0.537368 | \n",
"
\n",
" \n",
" | 1 | \n",
" 2025-03-08 | \n",
" 0.715240 | \n",
" 0.448572 | \n",
" 0.488254 | \n",
" 0.763298 | \n",
" 0.807354 | \n",
"
\n",
" \n",
" | 2 | \n",
" 2025-04-07 | \n",
" 0.509200 | \n",
" 0.468215 | \n",
" 0.467595 | \n",
" 0.612715 | \n",
" 0.360646 | \n",
"
\n",
" \n",
" | 3 | \n",
" 2025-05-07 | \n",
" 0.616484 | \n",
" 0.580740 | \n",
" 0.681273 | \n",
" 0.528699 | \n",
" 0.634580 | \n",
"
\n",
" \n",
" | 4 | \n",
" 2025-06-06 | \n",
" 0.752635 | \n",
" 0.653076 | \n",
" 0.665924 | \n",
" 0.785004 | \n",
" 0.589966 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" window_start 4703.0 4712.0 4715.0 11114.0 11108.0\n",
"0 2025-02-06 0.556368 0.352241 0.450814 0.401412 0.537368\n",
"1 2025-03-08 0.715240 0.448572 0.488254 0.763298 0.807354\n",
"2 2025-04-07 0.509200 0.468215 0.467595 0.612715 0.360646\n",
"3 2025-05-07 0.616484 0.580740 0.681273 0.528699 0.634580\n",
"4 2025-06-06 0.752635 0.653076 0.665924 0.785004 0.589966"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from maldiamrkit.drift import plot_effect_size_drift\n",
"\n",
"top5 = baseline_analysis.top_peaks(n=5)[\"mz_bin\"].astype(str).tolist()\n",
"effect_df = monitor.monitor_effect_sizes(\n",
" dataset,\n",
" peaks=top5,\n",
" antibiotic=\"Amikacin\",\n",
")\n",
"effect_df.head()"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"execution": {
"iopub.execute_input": "2026-05-13T10:11:05.020045Z",
"iopub.status.busy": "2026-05-13T10:11:05.019906Z",
"iopub.status.idle": "2026-05-13T10:11:05.121813Z",
"shell.execute_reply": "2026-05-13T10:11:05.121198Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_ = plot_effect_size_drift(\n",
" effect_df,\n",
" title=\"Cohen's d over time (top-5 baseline peaks)\",\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## See Also\n",
"\n",
"- [API Reference - Drift](https://maldiamrkit.readthedocs.io/en/latest/api/drift.html)\n",
"- [Differential Analysis notebook](06_differential_analysis.ipynb)\n",
" for the `DifferentialAnalysis` class that `monitor_peak_stability`\n",
" reuses internally."
]
}
],
"metadata": {
"kernelspec": {
"display_name": "maldiamrkit",
"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": "3.10.12"
}
},
"nbformat": 4,
"nbformat_minor": 4
}