{ "cells": [ { "cell_type": "markdown", "id": "b46d582b", "metadata": {}, "source": [ "# CNN: MNIST Classification\n", "\n", "Four convolutional stages learn local stroke features from handwritten digits. The run uses 55,000 training images, a seeded 5,000-image validation split, and all 10,000 official test images.\n", "\n", "The outputs below are saved from local GPU training. Documentation builds render these saved outputs without running cells." ] }, { "cell_type": "code", "execution_count": 1, "id": "49cee55b", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:24.737755Z", "iopub.status.busy": "2026-10-14T13:51:24.737650Z", "iopub.status.idle": "2026-10-14T13:51:25.466254Z", "shell.execute_reply": "2026-10-14T13:51:25.465620Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "JAXsaw 0.1.0 · JAX 0.5.3\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[CudaDevice(id=0)]\n" ] } ], "source": [ "from pathlib import Path\n", "import sys, json, inspect\n", "ROOT = Path.cwd() if (Path.cwd() / 'examples').exists() else Path.cwd().parent\n", "sys.path.insert(0,str(ROOT))\n", "import jax\n", "import numpy as np\n", "import pandas as pd\n", "import jaxsaw as js\n", "from jaxsaw import models, training\n", "from IPython.display import display, Image, Code\n", "RUN = ROOT / 'runs' / 'gallery-four-layer/cnn'\n", "print(f\"JAXsaw {js.__version__} · JAX {jax.__version__}\")\n", "print(jax.devices())" ] }, { "cell_type": "markdown", "id": "6c6ef37e", "metadata": {}, "source": [ "## Architecture\n", "\n", "Input `[B,1,28,28]` in `[0,1]`; output `[B,10]` logits. The input is zero-padded to 32×32. Four convolution–ReLU–max-pooling stages reduce the spatial grid to 16×16, 8×8, 4×4, and 2×2, with 16, 32, 64, and 128 channels. Training dropout consumes an explicit runtime stream. Evaluation disables dropout.\n", "\n", "The definition below is the actual package implementation used by this run." ] }, { "cell_type": "code", "execution_count": 2, "id": "5f3958a8", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:25.467905Z", "iopub.status.busy": "2026-10-14T13:51:25.467714Z", "iopub.status.idle": "2026-10-14T13:51:25.495822Z", "shell.execute_reply": "2026-10-14T13:51:25.495449Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "data": { "text/html": [ "
class DigitCNN(nn.Module):\n",
       "    \"\"\"Four convolution/pooling stages for MNIST NCHW images.\n",
       "\n",
       "    Zero padding expands 28x28 to 32x32 before four reductions to 16, 8,\n",
       "    4, and 2 pixels per side. Earlier two-stage checkpoints are incompatible.\n",
       "    \"\"\"\n",
       "\n",
       "    def __init__(self, width=16, classes=10, *, rngs):\n",
       "        super().__init__()\n",
       "        self.conv1 = nn.Conv2d(1, width, 3, padding=1, rngs=rngs)\n",
       "        self.conv2 = nn.Conv2d(width, width * 2, 3, padding=1, rngs=rngs)\n",
       "        self.conv3 = nn.Conv2d(width * 2, width * 4, 3, padding=1, rngs=rngs)\n",
       "        self.conv4 = nn.Conv2d(width * 4, width * 8, 3, padding=1, rngs=rngs)\n",
       "        self.pool = nn.MaxPool2d(2, stride=2)\n",
       "        self.dropout = nn.Dropout(0.2)\n",
       "        self.head = nn.Linear(width * 8 * 2 * 2, classes, rngs=rngs)\n",
       "\n",
       "    def forward(self, x, *, rngs=None):\n",
       "        x = jnp.pad(x, ((0, 0), (0, 0), (2, 2), (2, 2)))\n",
       "        for conv in (self.conv1, self.conv2, self.conv3, self.conv4):\n",
       "            x = self.pool(F.relu(conv(x)))\n",
       "        return self.head(self.dropout(x.reshape(x.shape[0], -1), rngs=rngs))\n",
       "
\n" ], "text/latex": [ "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n", "\\PY{k}{class}\\PY{+w}{ }\\PY{n+nc}{DigitCNN}\\PY{p}{(}\\PY{n}{nn}\\PY{o}{.}\\PY{n}{Module}\\PY{p}{)}\\PY{p}{:}\n", "\\PY{+w}{ }\\PY{l+s+sd}{\\PYZdq{}\\PYZdq{}\\PYZdq{}Four convolution/pooling stages for MNIST NCHW images.}\n", "\n", "\\PY{l+s+sd}{ Zero padding expands 28x28 to 32x32 before four reductions to 16, 8,}\n", "\\PY{l+s+sd}{ 4, and 2 pixels per side. Earlier two\\PYZhy{}stage checkpoints are incompatible.}\n", "\\PY{l+s+sd}{ \\PYZdq{}\\PYZdq{}\\PYZdq{}}\n", "\n", " \\PY{k}{def}\\PY{+w}{ }\\PY{n+nf+fm}{\\PYZus{}\\PYZus{}init\\PYZus{}\\PYZus{}}\\PY{p}{(}\\PY{n+nb+bp}{self}\\PY{p}{,} \\PY{n}{width}\\PY{o}{=}\\PY{l+m+mi}{16}\\PY{p}{,} \\PY{n}{classes}\\PY{o}{=}\\PY{l+m+mi}{10}\\PY{p}{,} \\PY{o}{*}\\PY{p}{,} \\PY{n}{rngs}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n+nb}{super}\\PY{p}{(}\\PY{p}{)}\\PY{o}{.}\\PY{n+nf+fm}{\\PYZus{}\\PYZus{}init\\PYZus{}\\PYZus{}}\\PY{p}{(}\\PY{p}{)}\n", " \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv1} \\PY{o}{=} \\PY{n}{nn}\\PY{o}{.}\\PY{n}{Conv2d}\\PY{p}{(}\\PY{l+m+mi}{1}\\PY{p}{,} \\PY{n}{width}\\PY{p}{,} \\PY{l+m+mi}{3}\\PY{p}{,} \\PY{n}{padding}\\PY{o}{=}\\PY{l+m+mi}{1}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{n}{rngs}\\PY{p}{)}\n", " \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv2} \\PY{o}{=} \\PY{n}{nn}\\PY{o}{.}\\PY{n}{Conv2d}\\PY{p}{(}\\PY{n}{width}\\PY{p}{,} \\PY{n}{width} \\PY{o}{*} \\PY{l+m+mi}{2}\\PY{p}{,} \\PY{l+m+mi}{3}\\PY{p}{,} \\PY{n}{padding}\\PY{o}{=}\\PY{l+m+mi}{1}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{n}{rngs}\\PY{p}{)}\n", " \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv3} \\PY{o}{=} \\PY{n}{nn}\\PY{o}{.}\\PY{n}{Conv2d}\\PY{p}{(}\\PY{n}{width} \\PY{o}{*} \\PY{l+m+mi}{2}\\PY{p}{,} \\PY{n}{width} \\PY{o}{*} \\PY{l+m+mi}{4}\\PY{p}{,} \\PY{l+m+mi}{3}\\PY{p}{,} \\PY{n}{padding}\\PY{o}{=}\\PY{l+m+mi}{1}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{n}{rngs}\\PY{p}{)}\n", " \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv4} \\PY{o}{=} \\PY{n}{nn}\\PY{o}{.}\\PY{n}{Conv2d}\\PY{p}{(}\\PY{n}{width} \\PY{o}{*} \\PY{l+m+mi}{4}\\PY{p}{,} \\PY{n}{width} \\PY{o}{*} \\PY{l+m+mi}{8}\\PY{p}{,} \\PY{l+m+mi}{3}\\PY{p}{,} \\PY{n}{padding}\\PY{o}{=}\\PY{l+m+mi}{1}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{n}{rngs}\\PY{p}{)}\n", " \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{pool} \\PY{o}{=} \\PY{n}{nn}\\PY{o}{.}\\PY{n}{MaxPool2d}\\PY{p}{(}\\PY{l+m+mi}{2}\\PY{p}{,} \\PY{n}{stride}\\PY{o}{=}\\PY{l+m+mi}{2}\\PY{p}{)}\n", " \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{dropout} \\PY{o}{=} \\PY{n}{nn}\\PY{o}{.}\\PY{n}{Dropout}\\PY{p}{(}\\PY{l+m+mf}{0.2}\\PY{p}{)}\n", " \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{head} \\PY{o}{=} \\PY{n}{nn}\\PY{o}{.}\\PY{n}{Linear}\\PY{p}{(}\\PY{n}{width} \\PY{o}{*} \\PY{l+m+mi}{8} \\PY{o}{*} \\PY{l+m+mi}{2} \\PY{o}{*} \\PY{l+m+mi}{2}\\PY{p}{,} \\PY{n}{classes}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{n}{rngs}\\PY{p}{)}\n", "\n", " \\PY{k}{def}\\PY{+w}{ }\\PY{n+nf}{forward}\\PY{p}{(}\\PY{n+nb+bp}{self}\\PY{p}{,} \\PY{n}{x}\\PY{p}{,} \\PY{o}{*}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{k+kc}{None}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{x} \\PY{o}{=} \\PY{n}{jnp}\\PY{o}{.}\\PY{n}{pad}\\PY{p}{(}\\PY{n}{x}\\PY{p}{,} \\PY{p}{(}\\PY{p}{(}\\PY{l+m+mi}{0}\\PY{p}{,} \\PY{l+m+mi}{0}\\PY{p}{)}\\PY{p}{,} \\PY{p}{(}\\PY{l+m+mi}{0}\\PY{p}{,} \\PY{l+m+mi}{0}\\PY{p}{)}\\PY{p}{,} \\PY{p}{(}\\PY{l+m+mi}{2}\\PY{p}{,} \\PY{l+m+mi}{2}\\PY{p}{)}\\PY{p}{,} \\PY{p}{(}\\PY{l+m+mi}{2}\\PY{p}{,} \\PY{l+m+mi}{2}\\PY{p}{)}\\PY{p}{)}\\PY{p}{)}\n", " \\PY{k}{for} \\PY{n}{conv} \\PY{o+ow}{in} \\PY{p}{(}\\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv1}\\PY{p}{,} \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv2}\\PY{p}{,} \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv3}\\PY{p}{,} \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{conv4}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{x} \\PY{o}{=} \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{pool}\\PY{p}{(}\\PY{n}{F}\\PY{o}{.}\\PY{n}{relu}\\PY{p}{(}\\PY{n}{conv}\\PY{p}{(}\\PY{n}{x}\\PY{p}{)}\\PY{p}{)}\\PY{p}{)}\n", " \\PY{k}{return} \\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{head}\\PY{p}{(}\\PY{n+nb+bp}{self}\\PY{o}{.}\\PY{n}{dropout}\\PY{p}{(}\\PY{n}{x}\\PY{o}{.}\\PY{n}{reshape}\\PY{p}{(}\\PY{n}{x}\\PY{o}{.}\\PY{n}{shape}\\PY{p}{[}\\PY{l+m+mi}{0}\\PY{p}{]}\\PY{p}{,} \\PY{o}{\\PYZhy{}}\\PY{l+m+mi}{1}\\PY{p}{)}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{n}{rngs}\\PY{p}{)}\\PY{p}{)}\n", "\\end{Verbatim}\n" ], "text/plain": [ "class DigitCNN(nn.Module):\n", " \"\"\"Four convolution/pooling stages for MNIST NCHW images.\n", "\n", " Zero padding expands 28x28 to 32x32 before four reductions to 16, 8,\n", " 4, and 2 pixels per side. Earlier two-stage checkpoints are incompatible.\n", " \"\"\"\n", "\n", " def __init__(self, width=16, classes=10, *, rngs):\n", " super().__init__()\n", " self.conv1 = nn.Conv2d(1, width, 3, padding=1, rngs=rngs)\n", " self.conv2 = nn.Conv2d(width, width * 2, 3, padding=1, rngs=rngs)\n", " self.conv3 = nn.Conv2d(width * 2, width * 4, 3, padding=1, rngs=rngs)\n", " self.conv4 = nn.Conv2d(width * 4, width * 8, 3, padding=1, rngs=rngs)\n", " self.pool = nn.MaxPool2d(2, stride=2)\n", " self.dropout = nn.Dropout(0.2)\n", " self.head = nn.Linear(width * 8 * 2 * 2, classes, rngs=rngs)\n", "\n", " def forward(self, x, *, rngs=None):\n", " x = jnp.pad(x, ((0, 0), (0, 0), (2, 2), (2, 2)))\n", " for conv in (self.conv1, self.conv2, self.conv3, self.conv4):\n", " x = self.pool(F.relu(conv(x)))\n", " return self.head(self.dropout(x.reshape(x.shape[0], -1), rngs=rngs))" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "display(Code(inspect.getsource(models.DigitCNN), language=\"python\"))" ] }, { "cell_type": "markdown", "id": "9fc9234b", "metadata": {}, "source": [ "## Objective and optimization\n", "\n", "Training uses an explicit step. Data iteration, evaluation, and artifact writing remain outside compiled computation." ] }, { "cell_type": "code", "execution_count": 3, "id": "67fb5ffd", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:25.496925Z", "iopub.status.busy": "2026-10-14T13:51:25.496826Z", "iopub.status.idle": "2026-10-14T13:51:25.501823Z", "shell.execute_reply": "2026-10-14T13:51:25.501421Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "data": { "text/html": [ "
@jit\n",
       "def cnn_step(model, optimizer, batch, rngs):\n",
       "    x, y = batch\n",
       "\n",
       "    def objective(candidate):\n",
       "        logits = candidate(x, rngs=rngs)\n",
       "        return F.cross_entropy(logits, y), (logits.argmax(-1) == y).sum()\n",
       "\n",
       "    (loss, correct), grads = value_and_grad(objective, has_aux=True)(model)\n",
       "    optimizer.step(grads)\n",
       "    return {\"loss\": loss, \"correct\": correct, \"count\": y.size}\n",
       "
\n" ], "text/latex": [ "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n", "\\PY{n+nd}{@jit}\n", "\\PY{k}{def}\\PY{+w}{ }\\PY{n+nf}{cnn\\PYZus{}step}\\PY{p}{(}\\PY{n}{model}\\PY{p}{,} \\PY{n}{optimizer}\\PY{p}{,} \\PY{n}{batch}\\PY{p}{,} \\PY{n}{rngs}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{x}\\PY{p}{,} \\PY{n}{y} \\PY{o}{=} \\PY{n}{batch}\n", "\n", " \\PY{k}{def}\\PY{+w}{ }\\PY{n+nf}{objective}\\PY{p}{(}\\PY{n}{candidate}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{logits} \\PY{o}{=} \\PY{n}{candidate}\\PY{p}{(}\\PY{n}{x}\\PY{p}{,} \\PY{n}{rngs}\\PY{o}{=}\\PY{n}{rngs}\\PY{p}{)}\n", " \\PY{k}{return} \\PY{n}{F}\\PY{o}{.}\\PY{n}{cross\\PYZus{}entropy}\\PY{p}{(}\\PY{n}{logits}\\PY{p}{,} \\PY{n}{y}\\PY{p}{)}\\PY{p}{,} \\PY{p}{(}\\PY{n}{logits}\\PY{o}{.}\\PY{n}{argmax}\\PY{p}{(}\\PY{o}{\\PYZhy{}}\\PY{l+m+mi}{1}\\PY{p}{)} \\PY{o}{==} \\PY{n}{y}\\PY{p}{)}\\PY{o}{.}\\PY{n}{sum}\\PY{p}{(}\\PY{p}{)}\n", "\n", " \\PY{p}{(}\\PY{n}{loss}\\PY{p}{,} \\PY{n}{correct}\\PY{p}{)}\\PY{p}{,} \\PY{n}{grads} \\PY{o}{=} \\PY{n}{value\\PYZus{}and\\PYZus{}grad}\\PY{p}{(}\\PY{n}{objective}\\PY{p}{,} \\PY{n}{has\\PYZus{}aux}\\PY{o}{=}\\PY{k+kc}{True}\\PY{p}{)}\\PY{p}{(}\\PY{n}{model}\\PY{p}{)}\n", " \\PY{n}{optimizer}\\PY{o}{.}\\PY{n}{step}\\PY{p}{(}\\PY{n}{grads}\\PY{p}{)}\n", " \\PY{k}{return} \\PY{p}{\\PYZob{}}\\PY{l+s+s2}{\\PYZdq{}}\\PY{l+s+s2}{loss}\\PY{l+s+s2}{\\PYZdq{}}\\PY{p}{:} \\PY{n}{loss}\\PY{p}{,} \\PY{l+s+s2}{\\PYZdq{}}\\PY{l+s+s2}{correct}\\PY{l+s+s2}{\\PYZdq{}}\\PY{p}{:} \\PY{n}{correct}\\PY{p}{,} \\PY{l+s+s2}{\\PYZdq{}}\\PY{l+s+s2}{count}\\PY{l+s+s2}{\\PYZdq{}}\\PY{p}{:} \\PY{n}{y}\\PY{o}{.}\\PY{n}{size}\\PY{p}{\\PYZcb{}}\n", "\\end{Verbatim}\n" ], "text/plain": [ "@jit\n", "def cnn_step(model, optimizer, batch, rngs):\n", " x, y = batch\n", "\n", " def objective(candidate):\n", " logits = candidate(x, rngs=rngs)\n", " return F.cross_entropy(logits, y), (logits.argmax(-1) == y).sum()\n", "\n", " (loss, correct), grads = value_and_grad(objective, has_aux=True)(model)\n", " optimizer.step(grads)\n", " return {\"loss\": loss, \"correct\": correct, \"count\": y.size}" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "display(Code(inspect.getsource(training.cnn_step), language=\"python\"))" ] }, { "cell_type": "markdown", "id": "d5b71eb3", "metadata": {}, "source": [ "## Reproduce the run\n", "\n", "Select one GPU before launching Python or Jupyter: `CUDA_VISIBLE_DEVICES=0`. The recipe below creates a new run directory and does not overwrite completed results. Leave `TRAIN=False` to inspect an existing local run. Checkpoints are gitignored; this notebook retains the figures and metrics for publication." ] }, { "cell_type": "code", "execution_count": 4, "id": "28db1609", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:25.502678Z", "iopub.status.busy": "2026-10-14T13:51:25.502587Z", "iopub.status.idle": "2026-10-14T13:51:25.509515Z", "shell.execute_reply": "2026-10-14T13:51:25.509096Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "python -m examples.run cnn --download --output runs/gallery-four-layer/cnn --epochs 10 --limit 55000 --eval-limit 10000 --batch-size 128\n" ] }, { "data": { "text/html": [ "
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epochsbatch_sizeseedtraining_examplesvalidation_examplestest_examples
010128055000500010000
\n", "
" ], "text/plain": [ " epochs batch_size seed training_examples validation_examples \\\n", "0 10 128 0 55000 5000 \n", "\n", " test_examples \n", "0 10000 " ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Training device: cuda:0 NVIDIA GeForce RTX 5090\n" ] } ], "source": [ "from examples.train_gallery import RECIPES\n", "import subprocess\n", "TRAIN = False\n", "command = [sys.executable, '-m', 'examples.run', 'cnn', '--download',\n", " '--output', str(RUN), *RECIPES['cnn']]\n", "print(' '.join(part.replace(str(ROOT) + '/', '')\n", " for part in ['python', *command[1:]]))\n", "if TRAIN:\n", " subprocess.run(command,cwd=ROOT,check=True)\n", "if not (RUN / 'report.json').exists():\n", " raise FileNotFoundError('Run the recipe locally before refreshing notebook outputs.')\n", "report = json.loads((RUN / 'report.json').read_text())\n", "configuration = report['config']\n", "display(pd.DataFrame([{'epochs':configuration['epochs'], 'batch_size':configuration['batch_size'],\n", " 'seed':configuration['seed'], 'training_examples':report['train_samples'],\n", " 'validation_examples':report['validation_samples'],\n", " 'test_examples':report['test_samples']}]))\n", "print('Training device:',', '.join(report['devices']))" ] }, { "cell_type": "markdown", "id": "a45a371a", "metadata": {}, "source": [ "## Training history\n", "\n", "The figure reports actual epoch metrics. For supervised tasks, the checkpoint with the lowest validation loss is selected before test evaluation." ] }, { "cell_type": "code", "execution_count": 5, "id": "cc63dc21", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:25.510448Z", "iopub.status.busy": "2026-10-14T13:51:25.510349Z", "iopub.status.idle": "2026-10-14T13:51:25.513294Z", "shell.execute_reply": "2026-10-14T13:51:25.512835Z" } }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Selected epoch: 5\n" ] } ], "source": [ "display(Image(filename=str(RUN / 'learning.png')))\n", "if 'val_loss' in report['history'][0]:\n", " best_epoch = 1 + int(np.argmin([row['val_loss'] for row in report['history']]))\n", " print('Selected epoch:',best_epoch)" ] }, { "cell_type": "markdown", "id": "2bc34fa3", "metadata": {}, "source": [ "## Evaluation\n", "\n", "The confusion matrix summarizes all 10,000 official test images. Start with correctly\n", "classified examples to see the digit shapes the CNN recognizes, then examine its errors." ] }, { "cell_type": "code", "execution_count": 6, "id": "789c38a2", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:25.514160Z", "iopub.status.busy": "2026-10-14T13:51:25.514070Z", "iopub.status.idle": "2026-10-14T13:51:25.518287Z", "shell.execute_reply": "2026-10-14T13:51:25.517857Z" } }, "outputs": [ { "data": { "text/html": [ "
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MetricValue
0test_loss0.026346
1test_accuracy0.990600
2majority_baseline_accuracy0.113500
\n", "
" ], "text/plain": [ " Metric Value\n", "0 test_loss 0.026346\n", "1 test_accuracy 0.990600\n", "2 majority_baseline_accuracy 0.113500" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Timed training loop (including validation/checkpoint work): 10.92 seconds\n" ] } ], "source": [ "metrics = {name:value for name,value in report.items()\n", " if name in ('test_loss','test_accuracy','majority_baseline_accuracy',\n", " 'persistence_baseline_mse','perplexity','test_auc','test_brier')}\n", "if metrics:\n", " display(pd.DataFrame(list(metrics.items()),columns=['Metric','Value']))\n", "print('Timed training loop (including validation/checkpoint work):',round(report['training_seconds'],2),'seconds')" ] }, { "cell_type": "code", "execution_count": 7, "id": "0f232405", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:25.519164Z", "iopub.status.busy": "2026-10-14T13:51:25.519073Z", "iopub.status.idle": "2026-10-14T13:51:26.826536Z", "shell.execute_reply": "2026-10-14T13:51:26.825959Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from examples import datasets, plots\n", "_, (test_images, test_labels) = datasets.images(cache=ROOT / 'data')\n", "with np.load(RUN / 'predictions.npz', allow_pickle=False) as saved:\n", " probabilities, targets = saved['probabilities'], saved['targets']\n", "np.testing.assert_array_equal(test_labels[:len(targets)], targets)\n", "plots.classification(targets, probabilities, RUN / 'classification.png')\n", "plots.digit_gallery(test_images[:len(targets)], targets, probabilities, RUN)\n", "display(Image(filename=str(RUN / 'classification.png')))" ] }, { "cell_type": "markdown", "id": "d47b3a6f", "metadata": {}, "source": [ "## Successful predictions\n", "\n", "These are the first two correctly classified test examples for each digit, in dataset order.\n", "Labels show **true → predicted**. The gallery illustrates the learned classes;\n", "the full-test accuracy above measures overall performance." ] }, { "cell_type": "code", "execution_count": 8, "id": "7acfb890", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:26.827797Z", "iopub.status.busy": "2026-10-14T13:51:26.827610Z", "iopub.status.idle": "2026-10-14T13:51:26.831742Z", "shell.execute_reply": "2026-10-14T13:51:26.831325Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "display(Image(filename=str(RUN / 'successes.png')))" ] }, { "cell_type": "markdown", "id": "1492b22d", "metadata": {}, "source": [ "## Failure analysis\n", "\n", "The following grid contains the first sixteen mistakes in test-set order. These examples\n", "help identify ambiguous strokes and confusable classes. Their concentration here is deliberate:\n", "the full test result is 99.06% accuracy, or 94 errors among 10,000 images." ] }, { "cell_type": "code", "execution_count": 9, "id": "e6ffdaf7", "metadata": { "execution": { "iopub.execute_input": "2026-10-14T13:51:26.832685Z", "iopub.status.busy": "2026-10-14T13:51:26.832591Z", "iopub.status.idle": "2026-10-14T13:51:26.835128Z", "shell.execute_reply": "2026-10-14T13:51:26.834732Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "display(Image(filename=str(RUN / 'mistakes.png')))" ] }, { "cell_type": "markdown", "id": "3e628460", "metadata": {}, "source": [ "## Artifacts and further work\n", "\n", "`report.json` records the configuration and measured outcomes. `data.json` records split/preprocessing information; `best.npz` (supervised tasks) and `last.npz` contain model/training state. Figures and predictions are saved separately. Use the checkpoint tutorial to restore an existing architecture.\n", "\n", "Change one factor at a time, retain validation-based selection, and avoid choosing configurations or samples to improve the apparent test result." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.20" }, "jaxsaw": { "executed_utc": "2026-10-14T13:51:27Z", "gpu_selection": "0", "kind": "model", "requires_figure": true, "run_directory": "gallery/cnn", "source_sha256": "3997d10e618ff2b673674c47c708c1e5fb38709c02a59667d8ecdb655bf687b1", "task": "cnn", "source_rename": { "package_from": "neuraljaxlib", "package_to": "jaxsaw", "alias_from": "nj", "alias_to": "js" } } }, "nbformat": 4, "nbformat_minor": 5 }