{ "cells": [ { "cell_type": "markdown", "id": "3285fd5f", "metadata": {}, "source": [ "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/beykyle/jitr/blob/main/examples/notebooks/alpha_ca48_ambiguity.ipynb)\n", "\n", "Colab runs this notebook with `JITR_QUICK=1` -- fewer data points and live points -- so the posterior is coarser than the one rendered in the [documentation](https://beykyle.github.io/jitr/examples/index.html). Drop that line from the setup cell, on a runtime you can keep alive, to reproduce the full result." ] }, { "cell_type": "code", "execution_count": null, "id": "0cb441ad", "metadata": { "tags": [ "remove-cell" ] }, "outputs": [], "source": [ "# Google Colab setup: installs jitr and this notebook's extra dependencies,\n", "# and downloads the data file it reads below.\n", "# Does nothing when the notebook is run anywhere else.\n", "import sys\n", "\n", "if \"google.colab\" in sys.modules:\n", " import os\n", " import subprocess\n", " import urllib.request\n", "\n", " # matplotlib 3.10.0-3.10.1, which Colab preinstalls, mangles an RGBA tuple\n", " # passed as a facecolor to ax.hist -- it breaks the corner plots below\n", " packages = [\"jitr\", \"dynesty\", \"corner\", \"matplotlib>=3.10.3\"]\n", " subprocess.run(\n", " [sys.executable, \"-m\", \"pip\", \"install\", \"-q\", *packages],\n", " check=True,\n", " )\n", " RAW = \"https://raw.githubusercontent.com/beykyle/jitr/main/examples/notebooks/\"\n", " for fname in (\"alpha_ca_ratio_ruth.csv\",):\n", " urllib.request.urlretrieve(RAW + fname, fname)\n", " # keep the nested-sampling run inside a free Colab CPU runtime\n", " os.environ.setdefault(\"JITR_QUICK\", \"1\")" ] }, { "cell_type": "markdown", "id": "d55fe01a", "metadata": {}, "source": [ "# Discrete ambiguity in the $\\alpha$ + $^{48}$Ca optical potential\n", "\n", "This is the final notebook in a series of three focusing on $\\alpha$ elastic scattering on Ca isotopes from ([Oeschler, 1972](https://journals.aps.org/prl/abstract/10.1103/PhysRevLett.28.694)): \n", "- [quickstart](./quickstart.ipynb) introduced the reaction and a least-squares fit\n", "- [alpha_ca_calibration](./alpha_ca_calibration.ipynb) performed a full Bayesian calibration of $\\alpha$ + $^{40,44,48}$Ca elastic scattering at 29 MeV.\n", "\n", "We reuse its entire setup - the same data, potential form, error model and likelihood - without repeating the derivations; see that notebook for all of the details.\n", "\n", "In this notebook we explore the famous *discrete ambiguity* of light-ion optical potentials: depths differing by tens of MeV - interior wavefunctions with different numbers of nodes - can produce nearly identical elastic cross sections when the phase between solutions with different numbers of nodes matches up. The discussion in Sec. 9 of the excellent 1971 review article by [P E Hodgson](https://iopscience.iop.org/article/10.1088/0034-4885/34/2/306/meta), and references therein, go into more detail.\n", "\n", "In a Bayesian context, we can understand this discrete ambiguity as a *posterior multimodality* - multiple distinct regions in parameter space produce distinct cross sections with similar likelihoods of describing the same data. At the end, we will revisit the conclusions of the calibration notebook, in which we chose priors to center on a distinct family, or mode: how do this choice hold up? Is the family we selected there the one the data prefer, and do the quantities we compared between isotopes survive marginalization over the ambiguity?\n", "\n", "We don't want another full analysis that will take an hour to run, so we will a clever trick: the power posterior. This uses a modified form of Bayes' rule, in which we raise the likelihood $\\ell(\\boldsymbol{y} | \\alpha)$ to a power (called an *inverse temperature*) $\\beta$:\n", "\n", "\\begin{equation}\n", "p_\\beta(\\alpha | \\boldsymbol{y}) = \\frac{1}{\\mathcal{Z}} \\, \\left[ \\ell ( \\boldsymbol{y} | \\alpha ) \\right]^\\beta \\, p (\\alpha). \n", "\\end{equation}\n", "\n", "Here, $\\mathcal{Z} = p(\\boldsymbol{y}$ is the Bayesian evidence, and we put a prior $p(\\alpha)$ on the model parameters we are trying to estimate, $\\alpha$. Note that, when $\\beta \\rightarrow 1$, we recover standard Bayes, but for $\\beta < 1$, we are choosing to increase the influence of the prior relative to the likelihood, which strongly regularizes the sampling inversion problem. \n", "\n", "This is connected to the idea of tempering (or relaxing, or annealing) a likelihood to more efficiently zip past local optima, by increasing the temperature of our sampler. See [Swendsen and Wang, 1986\n", "](https://journals.aps.org/prl/abstract/10.1103/PhysRevLett.57.2607) for the physics origins of the idea, [Marinari & Parisi (1992)](https://iopscience.iop.org/article/10.1209/0295-5075/19/6/002/meta?casa_token=bv1j75uRSycAAAAA:35BwDQYcCI1I7lPnmU9JNf5F9jEnG5PdENDRE6OCQuMiBw9TMhE0P8CxkXkzi1FCMxy3EaUaqQ7CVSLjaKA1MfunhJE) for the generalization to Monte Carlo methods. [Gelman & Meng, 1998](https://www.jstor.org/stable/2676756?casa_token=cXsVa2HdUn0AAAAA%3ApGI0r1JVlxENbsY0JPEGpXYUAdbLs31rXX3FGDD3BSovDpHySrtevsbIZxh0nK8oMdGWhzK_qwYpge6VxV_JIc-IQx4MJ8GXEa5WnCOLJx-xLDjL5Jc&seq=1), and later [Nriel & Pettitt, 2008](https://academic.oup.com/jrsssb/article-abstract/70/3/589/7109555), applied it to Bayesian inference and evidence estimation. Andy Jones has a [nice blog post](https://andrewcharlesjones.github.io/journal/power-posteriors.html) about it too. \n", " \n", "We do not need the sharp $\\beta = 1$ posterior to answer the questions we want to answer in this notebook. We are only interested in quickly getting a map in parameter space of where the different modes are, and roughly how they compare. The tempering of the likeliood does not move its peaks, it just broadens each basin and flattens the weights between them, which makes the multimodal landscape vastly cheaper to explore. The result is a survey of the discrete ambiguity that runs in a few minutes rather than hours.\n", "\n", "In a production calibration setting, one might actually want to do this *first* rather than *last*. Getting quickly to a rough map of the landscape of multimodality allows us to think about what modes are interesting to our problem (e.g. on physical grounds, or to make an apples-apples comparison to previous work), and adjust our full calibration accordingly." ] }, { "cell_type": "code", "execution_count": 1, "id": "6f7e1675", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "# keep every process single-threaded: we will parallelize over likelihood\n", "# evaluations with multiprocessing below, and nested BLAS/numba threads would\n", "# oversubscribe the CPU. Must be set before numpy/jitr are imported.\n", "os.environ.setdefault(\"OMP_NUM_THREADS\", \"1\")\n", "os.environ.setdefault(\"OPENBLAS_NUM_THREADS\", \"1\")\n", "os.environ.setdefault(\"MKL_NUM_THREADS\", \"1\")\n", "os.environ.setdefault(\"NUMBA_NUM_THREADS\", \"1\")\n", "\n", "import numpy as np\n", "import pandas as pd\n", "from matplotlib import pyplot as plt\n", "from scipy import stats\n", "\n", "# JITR_QUICK=1 runs a cut-down version of the notebook (fewer data points and live points) for CI\n", "QUICK = os.environ.get(\"JITR_QUICK\", \"0\") == \"1\"" ] }, { "cell_type": "markdown", "id": "6335fe44", "metadata": {}, "source": [ "## Set up the reaction, data and solver\n", "\n", "Exactly as in the calibration notebook." ] }, { "cell_type": "code", "execution_count": 2, "id": "fd26b0d3", "metadata": {}, "outputs": [], "source": [ "from jitr.reactions.reaction import Reaction\n", "\n", "targets = {\"Ca48\": (48, 20)}\n", "alpha = (4, 2)\n", "reactions = {\n", " key: Reaction(target=target, projectile=alpha, process=\"El\")\n", " for key, target in targets.items()\n", "}\n", "\n", "# calculate kinematics for a given lab energy\n", "energy_lab = 29\n", "kinematics = {\n", " key: reaction.kinematics(energy_lab) for key, reaction in reactions.items()\n", "}" ] }, { "cell_type": "code", "execution_count": 3, "id": "1db944e9", "metadata": {}, "outputs": [], "source": [ "df = pd.read_csv(\"./alpha_ca_ratio_ruth.csv\")\n", "df = df[df[\"target\"] == \"Ca48\"]\n", "if QUICK:\n", " df = df.iloc[::4]\n", "data = {\n", " key: {\n", " \"x\": group[\"angle_cm_deg\"].to_numpy(),\n", " \"y\": group[\"ratio_to_rutherford\"].to_numpy(),\n", " }\n", " for key, group in df.groupby(\"target\")\n", "}\n", "colors = {\"Ca48\": \"#FF9900\"}\n", "isotope_label = {key: rf\"$^{{{A}}}$Ca\" for key, (A, Z) in targets.items()}" ] }, { "cell_type": "code", "execution_count": 4, "id": "eb63f731", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Compiling solver for 48-Ca(alpha,el) at 29 MeV: channel radius 11.15 fm, 64 nodes, 60 partial waves\n" ] } ], "source": [ "from jitr.rmatrix import Solver as SolverKernel\n", "from jitr.utils import utils\n", "from jitr.xs import elastic\n", "\n", "lmax = 60\n", "\n", "\n", "def build_solver(key, angles_deg):\n", " A, Z = targets[key]\n", " interaction_range_fm = 1.2 * (A ** (1 / 3) + 4 ** (1 / 3)) + 2\n", " channel_radius_dimensionless = utils.suggested_dimensionless_channel_radius(\n", " interaction_range_fm, kinematics[key].k\n", " )\n", " channel_radius = channel_radius_dimensionless / kinematics[key].k\n", " N = utils.suggested_basis_size(channel_radius_dimensionless, zeros_per_node=8)\n", " print(\n", " f\"Compiling solver for {reactions[key]} at {energy_lab} MeV: \"\n", " f\"channel radius {channel_radius:1.2f} fm, {N} nodes, {lmax} partial waves\"\n", " )\n", " return elastic.DifferentialWorkspace.build_from_system(\n", " reaction=reactions[key],\n", " kinematics=kinematics[key],\n", " channel_radius_fm=channel_radius,\n", " solver=SolverKernel(N),\n", " lmax=lmax,\n", " angles=np.deg2rad(angles_deg),\n", " )\n", "\n", "\n", "solvers = {key: build_solver(key, data[key][\"x\"]) for key in targets}" ] }, { "cell_type": "code", "execution_count": 5, "id": "c2fe0656", "metadata": {}, "outputs": [], "source": [ "# jit warmup - do this before forking worker processes later so they inherit compiled code\n", "for solver in solvers.values():\n", " _ = solver.xs(central_potential=np.zeros_like(solver.radial_grid()))" ] }, { "cell_type": "markdown", "id": "374d2ce5", "metadata": {}, "source": [ "## The interaction\n", "\n", "The same seven-parameter potential as the calibration notebook." ] }, { "cell_type": "code", "execution_count": 6, "id": "fb0680ed", "metadata": {}, "outputs": [], "source": [ "from jitr.optical_potentials.potential_forms import (\n", " coulomb_charged_sphere as coulomb,\n", ")\n", "from jitr.optical_potentials.potential_forms import (\n", " woods_saxon_prime_safe as wsp,\n", ")\n", "from jitr.optical_potentials.potential_forms import (\n", " woods_saxon_safe as ws,\n", ")\n", "\n", "\n", "def U_central(r, Vv, Wv, Ws, Rv, av, Rw, aw):\n", " return (\n", " -Vv * ws(r, Rv, av)\n", " - 1j * Wv * ws(r, Rw, aw)\n", " - 1j * Ws * (-4 * aw) * wsp(r, Rw, aw)\n", " )\n", "\n", "\n", "def calculate_xs_ratio(theta, key):\n", " \"\"\"Ratio to Rutherford on the data angles of `key` for optical model parameters `theta`.\"\"\"\n", " solver = solvers[key]\n", " reaction = reactions[key]\n", " # each solver has its own radial quadrature grid (it depends on the channel radius)\n", " rgrid = solver.radial_grid()\n", " Vv, Wv, Ws, rv, av, rw, aw = theta\n", " A_factor = reaction.target.A ** (1 / 3)\n", " Zz = reaction.target.Z * reaction.projectile.Z\n", " xs = solver.xs(\n", " central_potential=U_central(\n", " rgrid, Vv, Wv, Ws, rv * A_factor, av, rw * A_factor, aw\n", " ),\n", " coulomb_potential=coulomb(rgrid, Zz, 1.3 * A_factor),\n", " )\n", " return xs.dsdo / solver.rutherford\n", "\n", "\n", "names = [\"Vv\", \"Wv\", \"Ws\", \"rv\", \"av\", \"rw\", \"aw\"]\n", "labels = [r\"$V$\", r\"$W_v$\", r\"$W_s$\", r\"$r_v$\", r\"$a_v$\", r\"$r_w$\", r\"$a_w$\"]\n", "n_omp = len(names)" ] }, { "cell_type": "markdown", "id": "9d913bdf", "metadata": {}, "source": [ "## The error model and likelihood\n", "\n", "Identical to [`alpha_ca_calibration.ipynb`](./alpha_ca_calibration.ipynb): a relative error $s$ uncorrelated from point to point plus a relative error $b$ common to all points, evaluated exactly in log space at $O(N)$ cost. The cell below is copied verbatim from there - see that notebook for the derivation." ] }, { "cell_type": "code", "execution_count": 7, "id": "01200285", "metadata": {}, "outputs": [], "source": [ "ERR_NAMES = [\"log_s\", \"log_b\"]\n", "ERR_LABELS = [r\"$s$\", r\"$b$\"]\n", "n_err = len(ERR_NAMES)\n", "ndim = n_omp + n_err\n", "all_labels = labels + ERR_LABELS\n", "\n", "\n", "def unpack(theta):\n", " return theta[:n_omp], np.exp(theta[n_omp:]) # potential parameters, (s, b)\n", "\n", "\n", "def log_likelihood(theta, key):\n", " omp, (s, b) = unpack(theta)\n", " y = data[key][\"y\"]\n", " if np.any(omp[3:] <= 0): # radii and diffusenesses must be positive\n", " return -1e300\n", " f_pred = calculate_xs_ratio(omp, key) # f_i = f(theta_i; alpha)\n", " if np.any(f_pred <= 0) or not np.all(np.isfinite(f_pred)):\n", " return -1e300\n", " log_residuals = np.log(y) - np.log(f_pred) # r_i = log y_i - log f_i\n", " n_pts = log_residuals.size\n", "\n", " # Sigma^log = d I + beta 11^T - homoscedastic, because both error terms are relative\n", " common_log_var = np.log1p(b**2) # beta, added to every entry by the shared factor B\n", " point_log_var = np.log1p(s**2 / (1 + b**2)) # d, from the independent factors A_i\n", "\n", " # Sherman-Morrison:\n", " # r^T (Sigma^log)^-1 r = (r^T r)/d - beta (1^T r)^2 / (d (d + N beta))\n", " shared_term_denom = point_log_var + n_pts * common_log_var # d + N beta\n", " mahalanobis = (\n", " log_residuals @ log_residuals / point_log_var\n", " - common_log_var\n", " * np.sum(log_residuals) ** 2\n", " / (point_log_var * shared_term_denom)\n", " )\n", " # matrix determinant lemma: det(Sigma^log) = d^(N-1) (d + N beta)\n", " log_det = (n_pts - 1) * np.log(point_log_var) + np.log(shared_term_denom)\n", "\n", " jacobian = -np.sum(np.log(y)) # density for y, not log y\n", " return -0.5 * (mahalanobis + log_det + n_pts * np.log(2 * np.pi)) + jacobian\n", "\n", "\n", "def predictive_draw(s, b, f_pred, rng):\n", " \"\"\"One synthetic data set drawn from the error model around the model prediction f_pred.\"\"\"\n", " # log y_i = log f_i + independent relative scatter (A_i) + one shared relative shift (B)\n", " log_noise = (\n", " np.sqrt(np.log1p(s**2 / (1 + b**2))) * rng.normal(size=f_pred.shape)\n", " + np.sqrt(np.log1p(b**2)) * rng.normal()\n", " )\n", " return f_pred * np.exp(log_noise)" ] }, { "cell_type": "markdown", "id": "c83d33f0", "metadata": {}, "source": [ "## Prior\n", "\n", "Independent uniform priors over loose physical bounds. The real depth spans $V \\in [50, 300]$ MeV - deep enough to hold several node-count families - the absorptive depths span $[0, 60]$ MeV, and the geometries cover the physically sensible window for $\\alpha$-nucleus scattering. The error scales keep the same log-uniform priors as the calibration notebook." ] }, { "cell_type": "code", "execution_count": 8, "id": "c90660e7", "metadata": {}, "outputs": [], "source": [ "omp_prior = {\n", " \"Ca48\": [\n", " stats.uniform(50, 250), # V in [50, 300] MeV\n", " stats.uniform(0, 60), # Wv in [0, 60] MeV\n", " stats.uniform(0, 60), # Ws in [0, 60] MeV\n", " stats.uniform(1.0, 0.7), # rv in [1.0, 1.7] A^1/3 fm\n", " stats.uniform(0.4, 0.5), # av in [0.4, 0.9] fm\n", " stats.uniform(1.0, 0.8), # rw in [1.0, 1.8] A^1/3 fm\n", " stats.uniform(0.15, 0.75), # aw in [0.15, 0.9] fm\n", " ]\n", "}\n", "\n", "err_prior = [\n", " stats.loguniform(5e-2, 2.0), # s: relative, point-to-point independent error\n", " stats.loguniform(5e-2, 2.0), # b: relative, fully correlated error\n", "]\n", "\n", "\n", "def prior_transform(u, key):\n", " omp = np.array([p.ppf(ui) for p, ui in zip(omp_prior[key], u[:n_omp], strict=True)])\n", " err = [np.log(p.ppf(ui)) for p, ui in zip(err_prior, u[n_omp:], strict=True)]\n", " return np.concatenate([omp, err])" ] }, { "cell_type": "markdown", "id": "8fec8a59", "metadata": {}, "source": [ "## Sampling the tempered posterior\n", "\n", "The length of a nested sampling run scales with the *information* gained going from the prior to the posterior, and with the number of live points needed to keep every mode populated. Tempering attacks the first factor directly: with $T = 4$, the tempered posterior carries far less information than the full one, so the run terminates quickly, while each family - $\\sim$ 2 MeV wide in $V$ at $\\beta = 1$ - broadens by roughly $\\beta^{-1/2} = 2\\times$, still far narrower than the $\\sim$ 40 MeV spacing between families. (Temper too hard and the families smear into the prior; $T \\sim 10$ already washes out the valley between the two shallowest families here.) We also shorten dynesty's random walks: each replacement step needs fewer proposals on a broad, flattened target, which is where most of the run time goes." ] }, { "cell_type": "code", "execution_count": 9, "id": "7b977b36", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using 4 worker processes, nlive=300, dlogz=1.0, temperature=4\n" ] } ], "source": [ "import multiprocessing\n", "from functools import partial\n", "\n", "import dynesty\n", "\n", "temperature = 4\n", "beta_temper = 1 / temperature\n", "\n", "\n", "def log_likelihood_tempered(theta, key):\n", " return beta_temper * log_likelihood(theta, key)\n", "\n", "\n", "n_workers = min(4, os.cpu_count())\n", "nlive = 100 if QUICK else 300\n", "dlogz = 5.0 if QUICK else 1.0\n", "print(\n", " f\"Using {n_workers} worker processes, nlive={nlive}, dlogz={dlogz}, temperature={temperature}\"\n", ")" ] }, { "cell_type": "code", "execution_count": 10, "id": "76a9bab1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Ca48: tempered log Z = 200.99 +/- 0.56, 78043 calls, efficiency 8.9 %\n", "CPU times: user 10.9 s, sys: 722 ms, total: 11.7 s\n", "Wall time: 16min 28s\n" ] } ], "source": [ "%%time\n", "results = {}\n", "with multiprocessing.get_context(\"fork\").Pool(n_workers) as pool:\n", " for key in targets:\n", " sampler = dynesty.NestedSampler(\n", " partial(log_likelihood_tempered, key=key),\n", " partial(prior_transform, key=key),\n", " ndim,\n", " nlive=nlive,\n", " sample=\"rwalk\",\n", " walks=12, # a broad, tempered target needs fewer random-walk steps per replacement\n", " pool=pool,\n", " queue_size=n_workers,\n", " rstate=np.random.default_rng(0),\n", " )\n", " sampler.run_nested(dlogz=dlogz, print_progress=False)\n", " results[key] = sampler.results\n", " print(\n", " f\"{key}: tempered log Z = {results[key].logz[-1]:.2f} +/- {results[key].logzerr[-1]:.2f}, \"\n", " f\"{int(np.sum(results[key].ncall))} calls, efficiency {results[key].eff:.1f} %\"\n", " )" ] }, { "cell_type": "code", "execution_count": 11, "id": "7a98f39b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "6929 equally weighted posterior samples\n" ] } ], "source": [ "rng = np.random.default_rng(42)\n", "posterior_samples = {key: results[key].samples_equal(rstate=rng) for key in targets}\n", "print(f\"{len(posterior_samples['Ca48'])} equally weighted posterior samples\")" ] }, { "cell_type": "markdown", "id": "f6eb9672", "metadata": {}, "source": [ "## The posterior\n", "\n", "The corner plot of the potential parameters now shows several well separated islands - each one a discrete family. The hatched histograms on the diagonal are the priors: flat, and tiny compared to the posterior density, so everything below is driven by the likelihood.\n", "\n", "Remember that the width of each island is inflated by the tempering; at $\\beta = 1$ each family is $\\sim$ 3 times narrower." ] }, { "cell_type": "code", "execution_count": 16, "id": "c4277d4a", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import corner\n", "from matplotlib.colors import to_rgba\n", "from matplotlib.patches import Patch\n", "\n", "\n", "def corner_overlay(samples, labels, keys, priors=None, ranges=None, **kwargs):\n", " \"\"\"Overlay corner plots for several data sets with a common range.\n", "\n", " Ranges are driven by the posteriors (central 99%), so the panels zoom in on\n", " them; `priors` (dict key -> (n, ndim) sample array) are drawn on the 1D panels\n", " only, as hatched histograms on the full-prior density scale - where the\n", " posterior is likelihood-dominated they appear as small, nearly flat slices.\n", " \"\"\"\n", " if ranges is None:\n", " allsamples = np.vstack([samples[key] for key in keys])\n", " ranges = list(\n", " zip(\n", " np.percentile(allsamples, 0.5, axis=0),\n", " np.percentile(allsamples, 99.5, axis=0),\n", " strict=True,\n", " )\n", " )\n", " npanel = len(ranges)\n", " fig = None\n", " for key in keys:\n", " c = colors[key]\n", " fig = corner.corner(\n", " samples[key],\n", " labels=labels,\n", " color=c,\n", " fig=fig,\n", " range=ranges,\n", " bins=30,\n", " smooth=1.0,\n", " plot_datapoints=False,\n", " plot_density=False,\n", " levels=(0.68, 0.95),\n", " fill_contours=True,\n", " contourf_kwargs={\n", " \"colors\": [(0, 0, 0, 0), to_rgba(c, 0.2), to_rgba(c, 0.45)]\n", " },\n", " contour_kwargs={\"colors\": [to_rgba(c, 1.0)], \"linewidths\": 1.2},\n", " hist_kwargs={\n", " \"density\": True,\n", " \"histtype\": \"stepfilled\",\n", " \"facecolor\": to_rgba(c, 0.35),\n", " \"edgecolor\": to_rgba(c, 1.0),\n", " \"linewidth\": 1.8,\n", " },\n", " **kwargs,\n", " )\n", " if priors is not None:\n", " axes = np.array(fig.axes).reshape(npanel, npanel)\n", " for key in keys:\n", " c = colors[key]\n", " for i in range(npanel):\n", " draws = priors[key][:, i]\n", " lo, hi = ranges[i]\n", " counts, edges = np.histogram(draws, bins=30, range=(lo, hi))\n", " density = 3 * counts / (len(draws) * np.diff(edges))\n", " axes[i, i].stairs(\n", " density,\n", " edges,\n", " fill=True,\n", " facecolor=to_rgba(c, 0.08),\n", " edgecolor=to_rgba(c, 0.45),\n", " hatch=\"///\",\n", " linewidth=0.8,\n", " )\n", " handles = [\n", " Patch(\n", " facecolor=to_rgba(colors[key], 0.35),\n", " edgecolor=colors[key],\n", " linewidth=1.8,\n", " label=isotope_label[key],\n", " )\n", " for key in keys\n", " ]\n", " if priors is not None:\n", " handles.append(\n", " Patch(\n", " facecolor=to_rgba(\"gray\", 0.08),\n", " edgecolor=to_rgba(\"gray\", 0.6),\n", " hatch=\"///\",\n", " label=\"prior\",\n", " )\n", " )\n", " fig.legend(handles=handles, loc=\"upper right\", fontsize=14, framealpha=0)\n", " return fig\n", "\n", "\n", "n_prior_draws = 40000\n", "prior_rng = np.random.default_rng(7)\n", "omp_prior_draws = {\n", " key: np.column_stack(\n", " [p.rvs(n_prior_draws, random_state=prior_rng) for p in omp_prior[key]]\n", " )\n", " for key in targets\n", "}\n", "\n", "omp_samples = {key: posterior_samples[key][:, :n_omp] for key in targets}\n", "fig = corner_overlay(omp_samples, labels, list(targets), priors=omp_prior_draws)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "a0251557", "metadata": {}, "source": [ "## Decomposing the posterior into modes\n", "\n", "The modes are cleanly separated in $V$, so we can split the samples at the minima of a kernel density estimate of the marginal posterior of $V$, and summarize each family separately: its posterior mass (the probability, given data, prior, and model, that this family is the right one), its parameters, and its volume integrals per nucleon pair,\n", "\n", "$$\n", "\\frac{J_U}{4A} = \\frac{4\\pi}{4A}\\int_0^\\infty U(r)\\, r^2\\, dr .\n", "$$" ] }, { "cell_type": "code", "execution_count": 13, "id": "2e69fe59", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "4 modes hold at least 1% of the posterior mass (of 5 candidates)\n" ] }, { "data": { "text/html": [ "
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mode 0 (1% tempered mass)mode 1 (25% tempered mass)mode 2 (65% tempered mass)mode 3 (8% tempered mass)
Vv138 [135, 140]171 [164, 178]214 [210, 218]267 [257, 274]
Wv20.1 [19.4, 34.1]20.1 [17.8, 23.6]21.2 [17.9, 25.6]28 [25.6, 34.5]
Ws8.59 [7.69, 16.9]20.7 [12.3, 27.6]23.8 [17.3, 31.7]18 [13, 23.7]
rv1.48 [1.48, 1.54]1.49 [1.46, 1.53]1.48 [1.46, 1.49]1.43 [1.42, 1.46]
av0.503 [0.463, 0.511]0.478 [0.445, 0.503]0.463 [0.45, 0.477]0.473 [0.454, 0.487]
rw1.63 [1.61, 1.63]1.61 [1.59, 1.62]1.6 [1.59, 1.62]1.61 [1.6, 1.62]
aw0.262 [0.251, 0.273]0.249 [0.231, 0.268]0.241 [0.232, 0.253]0.244 [0.233, 0.256]
s0.482 [0.466, 0.555]0.532 [0.486, 0.589]0.503 [0.47, 0.558]0.526 [0.497, 0.562]
b0.0911 [0.081, 0.129]0.136 [0.0709, 0.25]0.138 [0.0899, 0.29]0.128 [0.0735, 0.254]
J_V/4A [MeV fm^3]515 [505, 533]637 [625, 654]774 [761, 785]893 [877, 910]
J_W/4A [MeV fm^3]112 [110, 194]132 [124, 153]144 [137, 157]162 [153, 194]
max log L - best (untempered)-14.4-4.20.0-7.0
\n", "
" ], "text/plain": [ " mode 0 (1% tempered mass) \\\n", "Vv 138 [135, 140] \n", "Wv 20.1 [19.4, 34.1] \n", "Ws 8.59 [7.69, 16.9] \n", "rv 1.48 [1.48, 1.54] \n", "av 0.503 [0.463, 0.511] \n", "rw 1.63 [1.61, 1.63] \n", "aw 0.262 [0.251, 0.273] \n", "s 0.482 [0.466, 0.555] \n", "b 0.0911 [0.081, 0.129] \n", "J_V/4A [MeV fm^3] 515 [505, 533] \n", "J_W/4A [MeV fm^3] 112 [110, 194] \n", "max log L - best (untempered) -14.4 \n", "\n", " mode 1 (25% tempered mass) \\\n", "Vv 171 [164, 178] \n", "Wv 20.1 [17.8, 23.6] \n", "Ws 20.7 [12.3, 27.6] \n", "rv 1.49 [1.46, 1.53] \n", "av 0.478 [0.445, 0.503] \n", "rw 1.61 [1.59, 1.62] \n", "aw 0.249 [0.231, 0.268] \n", "s 0.532 [0.486, 0.589] \n", "b 0.136 [0.0709, 0.25] \n", "J_V/4A [MeV fm^3] 637 [625, 654] \n", "J_W/4A [MeV fm^3] 132 [124, 153] \n", "max log L - best (untempered) -4.2 \n", "\n", " mode 2 (65% tempered mass) \\\n", "Vv 214 [210, 218] \n", "Wv 21.2 [17.9, 25.6] \n", "Ws 23.8 [17.3, 31.7] \n", "rv 1.48 [1.46, 1.49] \n", "av 0.463 [0.45, 0.477] \n", "rw 1.6 [1.59, 1.62] \n", "aw 0.241 [0.232, 0.253] \n", "s 0.503 [0.47, 0.558] \n", "b 0.138 [0.0899, 0.29] \n", "J_V/4A [MeV fm^3] 774 [761, 785] \n", "J_W/4A [MeV fm^3] 144 [137, 157] \n", "max log L - best (untempered) 0.0 \n", "\n", " mode 3 (8% tempered mass) \n", "Vv 267 [257, 274] \n", "Wv 28 [25.6, 34.5] \n", "Ws 18 [13, 23.7] \n", "rv 1.43 [1.42, 1.46] \n", "av 0.473 [0.454, 0.487] \n", "rw 1.61 [1.6, 1.62] \n", "aw 0.244 [0.233, 0.256] \n", "s 0.526 [0.497, 0.562] \n", "b 0.128 [0.0735, 0.254] \n", "J_V/4A [MeV fm^3] 893 [877, 910] \n", "J_W/4A [MeV fm^3] 162 [153, 194] \n", "max log L - best (untempered) -7.0 " ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from scipy.stats import gaussian_kde\n", "\n", "\n", "def volume_integral_per_nucleon(samples, key):\n", " \"\"\"(J_V + i J_W) / (4 A) [MeV fm^3] for each posterior sample.\"\"\"\n", " A = targets[key][0]\n", " r = np.linspace(0, 20, 2000)\n", " out = np.zeros(len(samples), dtype=complex)\n", " for i, (Vv, Wv, Ws, rv, av, rw, aw) in enumerate(samples[:, :n_omp]):\n", " Rv = rv * A ** (1 / 3)\n", " Rw = rw * A ** (1 / 3)\n", " out[i] += np.trapezoid(Vv * ws(r, Rv, av) * r**2, r)\n", " out[i] += 1j * np.trapezoid(\n", " (Wv * ws(r, Rw, aw) + Ws * (-4 * aw) * wsp(r, Rw, aw)) * r**2, r\n", " )\n", " return 4 * np.pi / (4 * A) * out\n", "\n", "\n", "def summarize(samples):\n", " q = np.percentile(samples, [16, 50, 84], axis=0)\n", " return [f\"{m:.3g} [{lo:.3g}, {hi:.3g}]\" for lo, m, hi in q.T]\n", "\n", "\n", "# split the samples at the local minima of a KDE of the V marginal\n", "v_samples = posterior_samples[\"Ca48\"][:, 0]\n", "# smooth by at least ~5 MeV: genuine families are ~40 MeV apart, while\n", "# finite-sampling noise fragments a single family into sub-MeV wiggles\n", "bw = max(len(v_samples) ** (-0.2), 5.0 / np.std(v_samples))\n", "kde = gaussian_kde(v_samples, bw_method=bw)\n", "v_grid = np.linspace(v_samples.min(), v_samples.max(), 1000)\n", "density = kde(v_grid)\n", "is_valley = (density[1:-1] < density[:-2]) & (density[1:-1] < density[2:])\n", "cuts = v_grid[1:-1][is_valley]\n", "mode_index = np.digitize(v_samples, cuts)\n", "mode_weights = np.array([np.mean(mode_index == m) for m in range(len(cuts) + 1)])\n", "modes = [m for m in np.argsort(mode_weights)[::-1] if mode_weights[m] >= 0.01]\n", "modes = sorted(modes, key=lambda m: np.median(v_samples[mode_index == m])) # order by V\n", "print(\n", " f\"{len(modes)} modes hold at least 1% of the posterior mass (of {len(cuts) + 1} candidates)\"\n", ")\n", "\n", "mode_samples = {m: posterior_samples[\"Ca48\"][mode_index == m] for m in modes}\n", "mode_jv = {m: volume_integral_per_nucleon(mode_samples[m], \"Ca48\") for m in modes}\n", "mode_names = {\n", " m: f\"mode {i} ({100 * mode_weights[m]:.0f}% tempered mass)\"\n", " for i, m in enumerate(modes)\n", "}\n", "\n", "# which family does the full (untempered) likelihood prefer? The sampler stored\n", "# beta * log L for every point it visited, so divide beta back out and compare maxima\n", "raw_mode_index = np.digitize(results[\"Ca48\"].samples[:, 0], cuts)\n", "best_logl = {\n", " m: results[\"Ca48\"].logl[raw_mode_index == m].max() / beta_temper for m in modes\n", "}\n", "delta_best_logl = {m: best_logl[m] - max(best_logl.values()) for m in modes}\n", "\n", "pd.DataFrame(\n", " {\n", " mode_names[m]: summarize(\n", " np.column_stack(\n", " [\n", " mode_samples[m][:, :n_omp],\n", " np.exp(mode_samples[m][:, n_omp:]),\n", " mode_jv[m].real,\n", " mode_jv[m].imag,\n", " ]\n", " )\n", " )\n", " + [f\"{delta_best_logl[m]:.1f}\"]\n", " for m in modes\n", " },\n", " index=names\n", " + [n.removeprefix(\"log_\") for n in ERR_NAMES]\n", " + [\"J_V/4A [MeV fm^3]\", \"J_W/4A [MeV fm^3]\", \"max log L - best (untempered)\"],\n", ")" ] }, { "cell_type": "markdown", "id": "aeecf8a9", "metadata": {}, "source": [ "The families are far apart in parameter space, but produce nearly the same cross section - that is what makes this a genuine discrete ambiguity rather than a poorly converged fit. Below, the marginal posterior of $V$ colored by mode, and the median model curve of each mode against the data." ] }, { "cell_type": "code", "execution_count": 14, "id": "93dad914", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mode_colors = {\n", " m: c\n", " for m, c in zip(\n", " modes,\n", " [\"#3366CC\", \"#DC3912\", \"#FF9900\", \"#109618\", \"#990099\", \"#0099C6\"],\n", " strict=False,\n", " )\n", "}\n", "\n", "fig, axes = plt.subplots(1, 2, figsize=(11, 4))\n", "for i, m in enumerate(modes):\n", " axes[0].hist(\n", " mode_samples[m][:, 0],\n", " bins=30,\n", " weights=np.full(len(mode_samples[m]), 1.0 / len(v_samples)),\n", " facecolor=to_rgba(mode_colors[m], 0.5),\n", " edgecolor=mode_colors[m],\n", " linewidth=1.5,\n", " histtype=\"stepfilled\",\n", " )\n", " theta_median = np.median(mode_samples[m][:, :n_omp], axis=0)\n", " axes[1].plot(\n", " data[\"Ca48\"][\"x\"],\n", " calculate_xs_ratio(theta_median, \"Ca48\"),\n", " color=mode_colors[m],\n", " label=rf\"mode {i}: $V \\approx {theta_median[0]:.0f}$ MeV\",\n", " )\n", "axes[0].set_xlabel(r\"$V$ [MeV]\")\n", "axes[0].set_ylabel(\"posterior mass\")\n", "axes[1].plot(\n", " data[\"Ca48\"][\"x\"],\n", " data[\"Ca48\"][\"y\"],\n", " \".\",\n", " color=\"k\",\n", " alpha=0.5,\n", " markersize=4,\n", " label=\"data\",\n", ")\n", "axes[1].set_yscale(\"log\")\n", "axes[1].set_xlabel(r\"$\\theta_{cm}$ [deg]\")\n", "axes[1].set_ylabel(\n", " r\"$(\\frac{d\\sigma}{d\\Omega}) / (\\frac{d\\sigma}{d\\Omega})_\\text{Rutherford}$\"\n", ")\n", "axes[1].legend(framealpha=0, fontsize=8)\n", "fig.suptitle(r\"$^{48}$Ca($\\alpha,\\alpha$) at 29 MeV: discrete families\")\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "951df80a", "metadata": {}, "source": [ "## How do the calibration conclusions hold up?\n", "\n", "The data support a ladder of discrete families. With loose physical bounds, four modes survive, at $V \\approx 138, 171, 214$ and $267$ MeV - spaced by the characteristic $\\sim 40$-$50$ MeV of the node-count ambiguity, with real volume integrals climbing in steps of $\\sim 120$ MeV fm$^3$. Their cross sections are nearly degenerate over most of the angular range and separate only at the most backward angles, which is precisely what makes this an ambiguity: no amount of forward-angle data will resolve it.\n", "\n", "The family selected in the calibration notebook is the one the data prefer. The $V \\approx 214$ window carries both the largest tempered mass (65%) and the highest untempered best-fit likelihood - the runner-up at $V \\approx 171$ sits $\\sim 4$ units of log-likelihood lower, $V \\approx 267$ sits $\\sim 7$ lower, and $V \\approx 138$ is out of the running. So the prior choice made there - selecting the deep family near $V \\approx 205$ - agrees with what a much more expensive, wide-open search recovers.\n", "\n", "It is worth stating that, in general, this sort of analysis is really powerful as a first step, to get a rough map of the posterior landscape before moving to full calibration." ] }, { "cell_type": "code", "execution_count": null, "id": "2d579bf3-8294-49ed-8f21-5c7fb79aa131", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 5 }