diff --git a/.gitignore b/.gitignore index 4a4ce09..b00cc43 100644 --- a/.gitignore +++ b/.gitignore @@ -37,4 +37,6 @@ dev/ *copy* *draft* -.python-version \ No newline at end of file +.python-version + +*.obj diff --git a/README.md b/README.md index 7583f93..ae0d671 100644 --- a/README.md +++ b/README.md @@ -1,29 +1,33 @@ -# skeliner +# skeliner [![PyPI version](https://badge.fury.io/py/skeliner.svg)](https://badge.fury.io/py/skeliner) -A lightweight skeletonizer that converts neuron meshes into biophysical‑modelling‑ready morphologies. It extracts an acyclic center‑line skeleton, estimates per‑node radii, detects the soma, and bridges small gaps. It also provides robust contact‑site mapping between pairs of cells using both skeletons and meshes. +A lightweight skeletonizer that converts neuron meshes into biophysical‑modelling‑ready morphologies. It extracts an +acyclic center‑line skeleton, estimates per‑node radii, detects the soma, and bridges small gaps. It also provides +robust contact‑site mapping between pairs of cells using both skeletons and meshes. ![](.github/banner.png) ## Features -- Mesh → SWC skeletons - - Center‑line, acyclic skeleton. - - Per‑node radii with multiple estimators (median/mean/trim) and an automatic recommendation. - - Ellipsoidal soma detection near the soma centroid. - - Bridges disconnected mesh components back to the soma (gap‑closing) and prunes tiny peri‑soma artefacts. - - SWC and NPZ export with metadata; +- Mesh → SWC skeletons + - Center‑line, acyclic skeleton. + - Per‑node radii with multiple estimators (median/mean/trim) and an automatic recommendation. + - Ellipsoidal soma detection near the soma centroid. + - Bridges disconnected mesh components back to the soma (gap‑closing) and prunes tiny peri‑soma artefacts. + - SWC and NPZ export with metadata; - Pairwise contact sites (two cells) - - Skeleton‑based seeding: fast KD‑tree search finds node↔node proximity pairs with tolerance; returns contact midpoints and per‑node loci. - - Mesh‑based patches: around seeds, projects to both meshes and extracts touching triangle patches; returns per‑site areas on A/B and their mean, plus compact AABBs for downstream use. - - Optional skeleton‑only approximation of contact sites/areas when meshes are unavailable. + - Skeleton‑based seeding: fast KD‑tree search finds node↔node proximity pairs with tolerance; returns contact + midpoints and per‑node loci. + - Mesh‑based patches: around seeds, projects to both meshes and extracts touching triangle patches; returns per‑site + areas on A/B and their mean, plus compact AABBs for downstream use. + - Optional skeleton‑only approximation of contact sites/areas when meshes are unavailable. - I/O, visualization, diagnostics and post-processing - - Read/write SWC and compact NPZ; load meshes via `trimesh`. - - 2D projections and 3D viewers for meshes, skeletons, and contact patches. - - Various diagnostics and post-processing tools. + - Read/write SWC and compact NPZ; load meshes via `trimesh`. + - 2D projections and 3D viewers for meshes, skeletons, and contact patches. + - Various diagnostics and post-processing tools. ## Installation @@ -62,6 +66,43 @@ skel.to_swc("cellA.swc", scale=1e-3) skel.to_npz("cellA.npz") ``` +### Calibrate skeleton radii + +The quick skeletonization process often yields biased radius estimates, for two reasons: + +1. The raw radius estimators compute the distance to the node center, which is biased too be too low for cylindrical + segments. +2. The mesh may have internal strucutre, typically from mitochondria or other organelles, which reduces the apparent + radius. + +Problem (1) is adressed by using the distance to the midline rather than the center point. +Problem (2) is adressed using ray‑casting to remove inner vertices of the mesh. +This is computationally expensive, so per default it is only done for nodes that have many vertices. +This can be controlled via the `min_verts_q_outer` parameter. + +You can use sk.post.calibrate_radii to improve it: + +```python +import skeliner as sk + +mesh = sk.io.load_mesh("cellA.obj") # or trimesh.load_mesh directly +skel = sk.skeletonize(mesh, unit="nm", verbose=True) + +# Calibrate radii against the mesh (takes a few minutes) +sk.post.calibrate_radii( + skel=skel, + mesh=mesh, + min_n_outer=20, + min_frac_outer=0.33, + min_verts_q_outer=80., # Set to 0 to check all nodes for internal structure, set to 100 to skip this step + rays_num_outer=30, + rays_thresh_outer=0.2, + verbose=True, + aggregate='trim', + store_key="calibrated", +) +``` + ### Find contact sites between two cells (skeleton + mesh) ```python diff --git a/notebooks/data/ball_and_stick_neuron_v1.ply b/notebooks/data/ball_and_stick_neuron_v1.ply new file mode 100644 index 0000000..a167777 Binary files /dev/null and b/notebooks/data/ball_and_stick_neuron_v1.ply differ diff --git a/notebooks/data/ball_and_stick_neuron_v1.swc b/notebooks/data/ball_and_stick_neuron_v1.swc new file mode 100644 index 0000000..29b8a1d --- /dev/null +++ b/notebooks/data/ball_and_stick_neuron_v1.swc @@ -0,0 +1,41 @@ +1 1 0.0 0.0 0 10.0 -1 +2 3 14.5 0.0 0 1.05 1 +3 3 19.0 0.0 0 1.1 2 +4 3 23.5 0.0 0 1.15 3 +5 3 28.0 0.0 0 1.2 4 +6 3 32.5 0.0 0 1.25 5 +7 3 37.0 0.0 0 1.3 6 +8 3 41.5 0.0 0 2.7 7 +9 3 46.0 0.0 0 1.4 8 +10 3 50.5 0.0 0 1.45 9 +11 3 55.0 0.0 0 1.5 10 +12 3 59.5 0.0 0 1.55 11 +13 3 64.0 0.0 0 1.6 12 +14 3 68.5 0.0 0 1.65 13 +15 3 73.0 0.0 0 1.7000000000000002 14 +16 3 77.5 0.0 0 1.75 15 +17 3 82.0 0.0 0 1.8 16 +18 3 86.5 0.0 0 1.85 17 +19 3 91.0 0.0 0 1.9 18 +20 3 95.5 0.0 0 1.9500000000000002 19 +21 3 100.0 0.0 0 4.0 20 +22 3 8.878689293818311e-16 14.5 0 2.1 1 +23 3 1.1634144591899855e-15 19.0 0 1.1 22 +24 3 1.43895998899814e-15 23.5 0 1.15 23 +25 3 1.7145055188062944e-15 28.0 0 1.2 24 +26 3 1.990051048614449e-15 32.5 0 1.25 25 +27 3 2.2655965784226034e-15 37.0 0 1.3 26 +28 3 2.541142108230758e-15 41.5 0 1.35 27 +29 3 2.8166876380389124e-15 46.0 0 1.4 28 +30 3 3.092233167847067e-15 50.5 0 1.45 29 +31 3 3.3677786976552213e-15 55.0 0 1.5 30 +32 3 3.643324227463376e-15 59.5 0 1.55 31 +33 3 3.91886975727153e-15 64.0 0 1.6 32 +34 3 4.194415287079684e-15 68.5 0 1.65 33 +35 3 4.469960816887839e-15 73.0 0 1.7000000000000002 34 +36 3 4.745506346695994e-15 77.5 0 1.75 35 +37 3 5.021051876504148e-15 82.0 0 1.8 36 +38 3 5.296597406312302e-15 86.5 0 1.85 37 +39 3 5.572142936120457e-15 91.0 0 1.9 38 +40 3 5.847688465928612e-15 95.5 0 1.9500000000000002 39 +41 3 6.123233995736766e-15 100.0 0 2.0 40 diff --git a/notebooks/example.post-radii.ipynb b/notebooks/example.post-radii.ipynb new file mode 100644 index 0000000..3806d2e --- /dev/null +++ b/notebooks/example.post-radii.ipynb @@ -0,0 +1,325 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "baadc7cd0a4a195", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "source": [ + "# Calibrate radii" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "66b2b517c7ce6d07", + "metadata": { + "ExecuteTime": { + "end_time": "2026-01-21T10:04:56.152236Z", + "start_time": "2026-01-21T10:04:54.686784Z" + } + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "\n", + "import skeliner as sk" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a3f09374a5a3de69", + "metadata": { + "ExecuteTime": { + "end_time": "2026-01-21T10:05:34.305357Z", + "start_time": "2026-01-21T10:05:34.123324Z" + } + }, + "outputs": [], + "source": [ + "mesh_path = './data/720575940559047213.obj'\n", + "mesh = sk.io.load_mesh(mesh_path)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "b5fe852fd085898", + "metadata": { + "ExecuteTime": { + "end_time": "2025-11-12T09:13:58.262825Z", + "start_time": "2025-11-12T09:13:56.579215Z" + } + }, + "outputs": [], + "source": [ + "%timeit\n", + "skel = sk.skeletonize(\n", + " geodesic_shell_count=200,\n", + " mesh=mesh,\n", + " unit=\"nm\",\n", + " detect_soma=False,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "9faf2c54c3d96253", + "metadata": { + "ExecuteTime": { + "end_time": "2025-11-12T09:21:13.938882Z", + "start_time": "2025-11-12T09:21:08.832999Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[skeliner.post] calibrate_radii … 0.00 s\n", + " └─ Check for inner meshes in all nodes with min_n_verts_bulb>=29;\n", + " └─ This is 25% of all nodes\n", + "[skeliner.post] calibrate_radii summary … 0.00 s\n", + " └─ n_total=204\n", + " └─ n_fallback=0=0%, \n", + " └─ n_full_centerline=168=82%, \n", + " └─ n_outer_centerline=36=18%; \n", + " └─ store='calibrated', base='trim'\n" + ] + } + ], + "source": [ + "%timeit\n", + "sk.post.calibrate_radii(\n", + " skel=skel,\n", + " mesh=mesh,\n", + " min_n_outer=20,\n", + " min_frac_outer=0.33,\n", + " min_verts_q_outer=75.,\n", + " rays_num_outer=30,\n", + " rays_thresh_outer=0.2,\n", + " verbose=True,\n", + " aggregate='median'\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "be4819ef225361cb", + "metadata": { + "ExecuteTime": { + "end_time": "2025-11-12T09:21:18.208681Z", + "start_time": "2025-11-12T09:21:18.131319Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(array(['full_centerline', 'outer_centerline'], dtype='" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sk.plot.projection(skel=skel, mesh=mesh, draw_cylinders=True, plane='xy',\n", + " bins=101, cylinder_alpha=0.2, scale=1e-3, unit=\"μm\");" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "50caf7af46ef2581", + "metadata": { + "ExecuteTime": { + "end_time": "2025-11-12T09:21:20.334642Z", + "start_time": "2025-11-12T09:21:18.997401Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x_rng = (skel.nodes[:, 0].max() - skel.nodes[:, 0].min()) * 1e-3\n", + "y_rng = (skel.nodes[:, 1].max() - skel.nodes[:, 1].min()) * 1e-3\n", + "z_rng = (skel.nodes[:, 2].max() - skel.nodes[:, 2].min()) * 1e-3\n", + "\n", + "xlim = (np.mean(skel.nodes[:, 0])*1e-3 - 0.1 * x_rng, np.mean(skel.nodes[:, 0])*1e-3 + 0.1 * x_rng)\n", + "ylim = (np.mean(skel.nodes[:, 1])*1e-3 - 0.1 * y_rng, np.mean(skel.nodes[:, 1])*1e-3 + 0.1 * y_rng)\n", + "zlim = (np.mean(skel.nodes[:, 2])*1e-3 - 0.2 * z_rng, np.mean(skel.nodes[:, 2])*1e-3 + 0.2 * z_rng)\n", + "\n", + "fig, axs = plt.subplots(3, 2, figsize=(12, 12))\n", + "\n", + "for i, metric in enumerate(['mean', 'calibrated']):\n", + "\n", + " for j, plane in enumerate(['xy', 'xz', 'yz']):\n", + " ax = axs[j, i]\n", + " if plane == 'xy':\n", + " xlim_j, ylim_j = xlim, ylim\n", + " elif plane == 'xz':\n", + " xlim_j, ylim_j = xlim, zlim\n", + " elif plane == 'yz':\n", + " xlim_j, ylim_j = ylim, zlim\n", + " else:\n", + " raise ValueError(f\"Unknown plane: {plane}\")\n", + "\n", + " sk.plot.projection(ax=ax, skel=skel, mesh=mesh, plane=plane, radius_metric=metric,\n", + " draw_cylinders=True, bins=300,\n", + " xlim=xlim_j, ylim=ylim_j,\n", + " cylinder_alpha=0.2, scale=1e-3, unit=\"μm\",)\n", + "\n", + " for ni in range(skel.nodes.shape[0]):\n", + " if skel.extra['calibration']['radius_method'][ni] == 'outer_centerline':\n", + " n_xyz = skel.nodes[ni]\n", + " if plane == 'xy':\n", + " ax.plot(n_xyz[0], n_xyz[1], 'go', markersize=20, mfc='none')\n", + " elif plane == 'xz':\n", + " ax.plot(n_xyz[0], n_xyz[2], 'go', markersize=20, mfc='none')\n", + " elif plane == 'yz':\n", + " ax.plot(n_xyz[1], n_xyz[2], 'go', markersize=20, mfc='none')\n", + "\n", + " ax.set_aspect('auto', 'box')\n", + " ax.set_title(f\"Radius metric: {metric}\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "1c64ec2afa1b6646", + "metadata": { + "ExecuteTime": { + "end_time": "2025-11-12T09:21:27.538634Z", + "start_time": "2025-11-12T09:21:27.256812Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "bins = np.linspace(0, np.max(skel.radii['mean']), 101)\n", + "plt.hist(skel.radii['mean'], alpha=0.5, bins=bins, label='mean estimate')\n", + "plt.hist(skel.radii['calibrated'], alpha=0.5, bins=bins, label='cal estimate')\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "b0d85e5e37f36266", + "metadata": { + "ExecuteTime": { + "end_time": "2025-11-12T09:21:27.735056Z", + "start_time": "2025-11-12T09:21:27.585403Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(1, 1, figsize=(6, 6))\n", + "ax.scatter(skel.radii['mean'], skel.radii['calibrated'])\n", + "ax.set_aspect('equal', 'box')\n", + "ax.plot([0, skel.radii['mean'].max()], [0, skel.radii['mean'].max()], 'k--')\n", + "ax.set(xlabel='Mean radius estimate (nm)', ylabel='Calibrated radius estimate (nm)')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ff2b6e025c5e4555", + "metadata": { + "ExecuteTime": { + "end_time": "2025-11-12T09:14:10.523233Z", + "start_time": "2025-11-12T09:14:10.520867Z" + } + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "ew2-morph", + "language": "python", + "name": "ew2-morph" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/pyproject.toml b/pyproject.toml index 424dd5d..2342e61 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -15,6 +15,11 @@ dependencies = [ "trimesh==4.7.4", "matplotlib>=3.10.3", "rtree>=1.4.1", + "pandas>=2.3.3", + "jupyterlab>=4.4.10", + "notebook>=7.4.7", + "jupyter>=1.1.1", + "pytest>=8.3.5", ] license = "GPL-3.0-or-later" readme = {file = "README.md", content-type = "text/markdown"} diff --git a/skeliner/_core.py b/skeliner/_core.py index 710eedc..2d341a1 100644 --- a/skeliner/_core.py +++ b/skeliner/_core.py @@ -107,8 +107,8 @@ def _estimate_radius( d: np.ndarray, *, method: str = "median", - trim_fraction: float = 0.05, - q: float = 0.90, + trim_fraction: float = 0.15, + q: float = 80., ) -> float: """Return one scalar radius according to *method*.""" if method == "median": @@ -119,6 +119,8 @@ def _estimate_radius( return float(d.max()) if method == "min": return float(d.min()) + if method == "percentile": + return float(np.percentile(d, q=q)) if method == "trim": lo, hi = np.quantile(d, [trim_fraction, 1.0 - trim_fraction]) mask = (d >= lo) & (d <= hi) diff --git a/skeliner/dx.py b/skeliner/dx.py index 25a0d1a..a629762 100644 --- a/skeliner/dx.py +++ b/skeliner/dx.py @@ -161,10 +161,39 @@ def distance( k_nearest: int = 4, radius_metric: str | None = None, mode: str = "surface", + allowed_nodes: Sequence[int] | None = None, + allowed_edges: Sequence[tuple[int, int]] | None = None, ) -> float | np.ndarray: """ Distance from an arbitrary point (or collection of points) to the skeleton. + Parameters + ---------- + skel + :class:`skeliner.Skeleton` instance. + point + 3-vector or array of shape (M, 3) giving query locations. + point_unit + Unit of the input coordinates and the returned distance. If ``None`` or + identical to ``skel.meta['unit']``, no conversion is performed. + k_nearest + Number of nearest skeleton nodes considered when refining the distance + against neighbouring edges (≥ 1). Ignored when a whitelist is provided. + radius_metric + Which column of ``skel.radii`` to use. Defaults to the recommended estimator. + Only consulted when *mode* is ``'surface'``. + mode + ``'surface'`` (default) returns the distance to the radius-aware capsule + envelope (values inside clamp to ``0``). ``'centerline'`` measures distance + to the centreline alone. + allowed_nodes + Optional per-call whitelist of node IDs. When provided, distances are + restricted to these node centres and to edges incident to any of these nodes. + allowed_edges + Optional per-call whitelist of edges (u,v). When provided, distances are + refined only against these edges (u and v are also considered as centres). + Edges are treated as undirected; order is ignored. + Parameters ---------- skel @@ -239,25 +268,75 @@ def distance( max_k = min(int(k_nearest), len(skel.nodes)) nodes = skel.nodes + # Prepare whitelist sets if provided + use_whitelist = (allowed_nodes is not None) or (allowed_edges is not None) + allowed_nodes_set: Set[int] | None = None + allowed_edges_set: Set[tuple[int, int]] | None = None + if allowed_nodes is not None: + allowed_nodes_set = {int(n) for n in allowed_nodes if 0 <= int(n) < len(nodes)} + if allowed_edges is not None: + allowed_edges_set = set() + for (u, v) in allowed_edges: + u2 = int(u) + v2 = int(v) + if u2 == v2: + continue + if not (0 <= u2 < len(nodes) and 0 <= v2 < len(nodes)): + continue + a, b = (u2, v2) if u2 < v2 else (v2, u2) + allowed_edges_set.add((a, b)) + for i, p in enumerate(pts): p_skel = p * scale_in - nn_dist, nn_idx = tree.query(p_skel, k=max_k) - nn_idx_arr = np.atleast_1d(nn_idx).astype(np.int64, copy=False) - nn_dist_arr = np.atleast_1d(nn_dist) - if surface: - best = float(np.min(nn_dist_arr - radii[nn_idx_arr])) - else: - best = float(nn_dist_arr.min()) - - # Collect unique edges incident to the nearest nodes - candidates: set[tuple[int, int]] = set() - for nid in nn_idx_arr: - for nb in neighbours[nid]: - if nid < nb: - candidates.add((nid, nb)) + # Initialize best distance from node centres + if use_whitelist: + # Collect centres to consider: explicit allowed nodes and endpoints of allowed edges + centres: Set[int] = set() + if allowed_nodes_set is not None: + centres.update(allowed_nodes_set) + if allowed_edges_set is not None: + for a, b in allowed_edges_set: + centres.add(a) + centres.add(b) + + if centres: + # compute min distance to allowed centres + centres_list = list(centres) + diffs = nodes[centres_list] - p_skel + nn_dist_arr = np.linalg.norm(diffs, axis=1) + if surface: + rad = (np.asarray([radii[c] for c in centres_list], dtype=np.float64) if radii is not None else 0.0) + best = float(np.min(nn_dist_arr - rad)) else: - candidates.add((nb, nid)) + best = float(np.min(nn_dist_arr)) + else: + best = float("inf") + + # Candidate edges: explicit allowed_edges plus edges incident to allowed_nodes + candidates: Set[tuple[int, int]] = set() + if allowed_edges_set is not None: + candidates.update(allowed_edges_set) + if allowed_nodes_set is not None: + for nid in allowed_nodes_set: + for nb in neighbours[nid]: + a, b = (nid, nb) if nid < nb else (nb, nid) + candidates.add((a, b)) + else: + # default global behaviour via KD-tree + incident edges + nn_dist, nn_idx = tree.query(p_skel, k=max_k) + nn_idx_arr = np.atleast_1d(nn_idx).astype(np.int64, copy=False) + nn_dist_arr = np.atleast_1d(nn_dist) + if surface: + best = float(np.min(nn_dist_arr - radii[nn_idx_arr])) + else: + best = float(nn_dist_arr.min()) + + candidates: set[tuple[int, int]] = set() + for nid in nn_idx_arr: + for nb in neighbours[nid]: + a, b = (nid, nb) if nid < nb else (nb, nid) + candidates.add((a, b)) if candidates: for a_idx, b_idx in candidates: diff --git a/skeliner/post.py b/skeliner/post.py index 288d980..782c308 100644 --- a/skeliner/post.py +++ b/skeliner/post.py @@ -6,6 +6,7 @@ import igraph as ig import numpy as np +import trimesh from numpy.typing import ArrayLike from . import dx @@ -40,6 +41,7 @@ # reroot / redetect soma "reroot", "detect_soma", + "calibrate_radii", ] @@ -1404,3 +1406,291 @@ def _within_tol(ra: float, rb: float) -> bool: ) return new_skel + + +def _estimate_radius( + d: np.ndarray, + *, + method: str = "median", + trim_fraction: float = 0.05, + q: float = 55., +) -> float: + """Return one scalar radius according to *method*.""" + if method == "median": + return float(np.median(d)) + if method == "mean": + return float(d.mean()) + if method == "max": + return float(d.max()) + if method == "min": + return float(d.min()) + if method == "percentile": + return float(np.percentile(d, q=q)) + if method == "trim": + lo, hi = np.quantile(d, [trim_fraction, 1.0 - trim_fraction]) + mask = (d >= lo) & (d <= hi) + if not np.any(mask): + return float(np.mean(d)) + return float(d[mask].mean()) + if method == "trimlow": + lo = np.quantile(d, trim_fraction) + mask = (d >= lo) + if not np.any(mask): + return float(np.mean(d)) + return float(d[mask].mean()) + if method == "trimhigh": + hi = np.quantile(d, 1.0 - trim_fraction) + mask = (d <= hi) + if not np.any(mask): + return float(np.mean(d)) + return float(d[mask].mean()) + raise ValueError(f"Unknown radius estimator '{method}'.") + + +def submesh_by_vertices( + mesh : trimesh.Trimesh, + vertex_indices : np.ndarray, +) -> trimesh.Trimesh: + """ + Reduce mesh to a subset of vertices and corresponding faces. + """ + vertex_indices = np.asarray(vertex_indices, dtype=np.int64) + used = np.isin(mesh.faces, vertex_indices).all(axis=1) + faces = mesh.faces[used] + + # build mapping from old → new vertex indices + old_to_new = -np.ones(len(mesh.vertices), dtype=np.int64) + old_to_new[vertex_indices] = np.arange(len(vertex_indices)) + + new_faces = old_to_new[faces] + + new_vertices = mesh.vertices[vertex_indices] + + return trimesh.Trimesh(vertices=new_vertices, faces=new_faces, process=False) + + +def filter_inner_surfaces_raycast(mesh, num_rays=20, thresh=0.2, sample=True): + """ + Return vertex indices belonging to outer faces only. + """ + if not isinstance(mesh, trimesh.Trimesh): + raise TypeError(f"mesh must be of type 'trimesh.Trimesh' but is {type(mesh)}") + + # ---- Ray directions ---- + if sample: + phi = np.random.uniform(0, 2*np.pi, num_rays) + theta = np.arccos(np.random.uniform(-1, 1, num_rays)) + directions = np.column_stack([ + np.sin(theta) * np.cos(phi), + np.sin(theta) * np.sin(phi), + np.cos(theta) + ]) + else: + golden_ratio = (1 + np.sqrt(5)) / 2 + idx = np.arange(num_rays) + theta = 2 * np.pi * idx / golden_ratio + phi = np.arccos(1 - 2 * (idx + 0.5) / num_rays) + directions = np.column_stack([ + np.sin(phi) * np.cos(theta), + np.sin(phi) * np.sin(theta), + np.cos(phi) + ]) + + # ---- Precompute centroids & normals ---- + C = mesh.triangles_center + N = mesh.face_normals + F = len(C) + + # ---- Expand origins to (F, R, 3) ---- + origins = C[:, None, :] + 0.001 * N[:, None, :] + origins = np.broadcast_to(origins, (F, num_rays, 3)) + + # ---- Outward-facing ray mask (F, R) ---- + mask = (directions @ N.T).T > 0 + active_idx = np.nonzero(mask) + + if len(active_idx[0]) == 0: + # All faces are considered "outer" + return np.unique(mesh.faces.reshape(-1)) + + # Flatten rays + origins_flat = origins[active_idx] + directions_flat = directions[active_idx[1]] + + # ---- Fast intersector ---- + try: + from trimesh.ray.ray_pyembree import RayMeshIntersector + intersector = RayMeshIntersector(mesh) + except ImportError: + intersector = mesh.ray + + hits = intersector.intersects_first(origins_flat, directions_flat) + hit_mask = hits != -1 + + # Count hits for each face + hit_count = np.zeros(F, dtype=int) + np.add.at(hit_count, active_idx[0], hit_mask) + + # Select outer faces + threshold = int(num_rays * thresh) + outer_faces = np.nonzero(hit_count < threshold)[0] + + # ---- Return vertex indices from these faces ---- + outer_vertices = mesh.faces[outer_faces].reshape(-1) + return np.unique(outer_vertices) + + +def calibrate_radii( + skel : Skeleton, + mesh: trimesh.Trimesh, + *, + radius_metric: str | None = None, + aggregate: str = "trim", + min_n_outer : int = 20, + min_frac_outer : float = 0.33, + min_verts_q_outer : float = 80., + rays_num_outer : int = 30, + rays_thresh_outer : float = 0.2, + rays_sample : bool = False, + store_key: str = "calibrated", + verbose: bool = False, +) -> None: + """ + Refine per‑node radii by measuring distances from mesh vertices to the + skeleton centreline, aggregated within each node's vertex bin. + Tries to efficiently remove internal mesh structure like mitochondria using a combination of heuristics. + + Parameters + ---------- + skel + Skeleton whose radii dictionary will be updated in‑place. + mesh : trimesh.Trimesh + Mesh surface of the neuron. Must match the node2verts of the skeleton + radius_metric + Existing radius key to use as a fallback for nodes without vertex bins. + Defaults to the recommended estimator. + aggregate + How to aggregate per‑vertex distances within a node: 'median' (default) + or 'mean'. + min_n_outer + Minimum vertices of an outer shell as absolute number. + min_frac_outer + Minimum vertices of an outer shell as relative number. + min_verts_q_outer + Value between 0 and 100: Minimum vertices (as percentile over all nodes) to be tested for inner shell. + This assumes that nodes with internal structure have more vertices. + Set to zero to check all nodes. + rays_num_outer + Number of rays used to detect outer shell. + rays_thresh_outer + Value between 0 and 1: fraction of rays needed to hit a surface to be considered outer / inner shell. + rays_sample + If True, use randomly sampled cells instead of a grid. + store_key + Key under which the calibrated radii will be stored in ``skel.radii``. + verbose + When True (default), print a concise summary including how many nodes + fell back to the prior radius and how many were clamped to it. + + Notes + ----- + - Requires ``skel.node2verts``to compute refined radii. + - Modifies the skeleton in place; returns None. + """ + mesh_vertices = np.asarray(mesh.vertices, dtype=np.float64) + n_total = int(len(skel.nodes)) + if n_total == 0: + raise ValueError("Skeleton has no nodes; cannot calibrate radii.") + + # Ensure we have a fallback radius vector + if radius_metric is None: + radius_metric = skel.recommend_radius()[0] + if radius_metric not in skel.radii: + raise ValueError( + f"radius_metric '{radius_metric}' not found in skel.radii (available keys: {tuple(skel.radii)})" + ) + + # Aggregate distances for each node using per-call whitelist restriction + r_new = np.array(skel.radii[radius_metric], dtype=np.float64, copy=True) + r_kind = np.full(n_total, 'fallback', dtype='object') + + n_verts = np.array([len(i) for i in skel.node2verts]) + min_n_verts_bulb = int(np.percentile(n_verts, q=min_verts_q_outer)) + + log_steps = (np.array([0, 0.01, 0.05, 0.1, 0.25, 0.5, 1.]) * n_total).astype(int) + log_steps[-1] = n_total - 1 + + with _post_stage("calibrate_radii", verbose=verbose) as log: + log(f"Check for inner meshes in all nodes with min_n_verts_bulb>={min_n_verts_bulb};") + log(f"This is {np.mean(n_verts > min_n_verts_bulb):.0%} of all nodes") + + for i in range(n_total): + if i in log_steps: + _post_stage(f"calibrate_radii - {i/n_total:.0%} calibrated", verbose=verbose) + + if skel.ntype[i] == 1 and skel.soma is not None: # Ignore soma + continue + + vids = (np.asarray(skel.node2verts[i], dtype=np.int64) + if i < len(skel.node2verts) else np.empty(0, dtype=np.int64)) + if vids.size == 0: + continue + + outer_success = False + if n_verts[i] >= min_n_verts_bulb and min_verts_q_outer < 100.0: + n_inner = len(vids) + mesh_i = submesh_by_vertices(mesh, vids) + assert len(mesh_i.vertices) == len(vids) + outer_vids = filter_inner_surfaces_raycast( + mesh_i, num_rays=rays_num_outer, thresh=rays_thresh_outer, sample=rays_sample) + n_outer = len(outer_vids) + + if (n_outer >= min_n_outer) and (n_outer >= min_frac_outer * n_inner) and (n_outer < n_inner): + d_local = dx.distance( + skel, + mesh_vertices[vids[outer_vids]], + mode='centerline', + radius_metric=radius_metric, + allowed_nodes=[int(i)], + ) + r_new[i] = _estimate_radius(d_local, method=aggregate) + r_kind[i] = 'outer_centerline' + outer_success = True + + if not outer_success: + d_local = dx.distance( + skel, + mesh_vertices[vids], + mode='centerline', + radius_metric=radius_metric, + allowed_nodes=[int(i)], + ) + r_new_i = _estimate_radius(d_local, method=aggregate) + if r_new_i < r_new[i]: # Update only if smaller + r_new[i] = r_new_i + r_kind[i] = 'full_centerline' + + skel.radii[store_key] = r_new + n_fallback = int(np.sum(r_kind == 'fallback')) + n_full_centerline = int(np.sum(r_kind == 'full_centerline')) + n_outer_centerline = int(np.sum(r_kind == 'outer_centerline')) + + # annotate meta + skel.extra["calibration"] = { + "status": "computed", + "aggregate": aggregate, + "fallback_radius": radius_metric, + "store_key": store_key, + "radius_method": r_kind.tolist(), + "nodes_total": int(n_total), + "nodes_fallback": n_fallback, + "nodes_full_centerline": n_full_centerline, + "nodes_outer_centerline": n_outer_centerline, + } + + with _post_stage("calibrate_radii summary", verbose=verbose) as log: + log(f"n_total={n_total}") + log(f"n_fallback={n_fallback}={n_fallback / n_total:.0%}, ") + log(f"n_full_centerline={n_full_centerline}={n_full_centerline / n_total:.0%}, ") + log(f"n_outer_centerline={n_outer_centerline}={n_outer_centerline / n_total:.0%}; ") + log(f"store='{store_key}', base='{radius_metric}'")