{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Memory comparison: ffocp_eq vs cvxpylayer\n", "\n", "This notebook compares the peak RSS (Resident Set Size) memory usage between `ffocp_eq` and `cvxpylayer` across problem sizes.\n", "\n", "- batch_size = 8\n", "- ydim ∈ {100, 200, …, 1000}\n", "- Only **one iteration** per ydim (first batch forward + backward)\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "import os\n", "import sys\n", "import time\n", "import gc\n", "\n", "import numpy as np\n", "import torch\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "\n", "# Add synthetic_task directory directly to path (no __init__.py in that folder)\n", "sys.path.insert(0, os.path.join(os.path.abspath('.'), 'synthetic_task'))\n", "\n", "from models import OptModel\n", "from data import genData\n", "from utils_synthetic import PeakRSS, bytes_to_gb" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using device: cpu\n", "ydim values to benchmark: [100, 200, 300, 400, 500, 600, 700, 800, 900, 1000]\n" ] } ], "source": [ "# Configuration\n", "BATCH_SIZE = 8\n", "SEED = 3\n", "INPUT_DIM = 640\n", "YDIM_LIST = list(range(100, 1001, 100))\n", "NUM_SAMPLES = 2000\n", "LEARNING_RATE = 0.001\n", "\n", "# Hyperparameters for ffocp_eq\n", "ALPHA = 100\n", "DUAL_CUTOFF = 1e-3\n", "SLACK_TOL = 1e-8\n", "BACKWARD_EPS = 1e-3\n", "\n", "# Device\n", "device = torch.device('cuda:0') if torch.cuda.is_available() else torch.device('cpu')\n", "print(f\"Using device: {device}\")\n", "print(f\"ydim values to benchmark: {YDIM_LIST}\")" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "def set_seed(seed):\n", " \"\"\"Set random seeds for reproducibility\"\"\"\n", " np.random.seed(seed)\n", " torch.manual_seed(seed)\n", " torch.cuda.manual_seed_all(seed)\n", " torch.backends.cudnn.deterministic = True\n", "\n", "def cleanup():\n", " \"\"\"Clean up memory\"\"\"\n", " gc.collect()\n", " if torch.cuda.is_available():\n", " torch.cuda.empty_cache()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "def benchmark_method(method_name, ydim):\n", " \"\"\"\n", " Benchmark a single method for initialization and first iteration peak RSS.\n", " \n", " Args:\n", " method_name: 'ffocp_eq' or 'cvxpylayer'\n", " ydim: dimension of the optimization variable\n", " \n", " Returns:\n", " dict: Contains init_peak_rss, forward_peak_rss, backward_peak_rss (all in GB)\n", " \"\"\"\n", " cleanup()\n", " set_seed(SEED)\n", " \n", " results = {'ydim': ydim, 'method': method_name}\n", " \n", " # Generate data\n", " train_loader, test_loader = genData(device, INPUT_DIM, ydim, NUM_SAMPLES, BATCH_SIZE)\n", " \n", " # Measure initialization peak RSS\n", " with PeakRSS(include_children=True, interval=0.0001) as m_init:\n", " model = OptModel(\n", " INPUT_DIM, ydim, \n", " layer_type=method_name, \n", " constraint_learnable=False, \n", " batch_size=BATCH_SIZE, \n", " device=device, \n", " alpha=ALPHA, \n", " dual_cutoff=DUAL_CUTOFF, \n", " slack_tol=SLACK_TOL, \n", " backward_eps=BACKWARD_EPS, \n", " is_QP=True\n", " ).to(device)\n", " \n", " results['init_peak_rss_gb'] = bytes_to_gb(m_init.peak)\n", " \n", " # Setup optimizer and loss\n", " optimizer = torch.optim.Adam(model.parameters(), lr=LEARNING_RATE, weight_decay=0)\n", " loss_fn = torch.nn.MSELoss()\n", " \n", " # Get first batch\n", " x, y = next(iter(train_loader))\n", " \n", " model.train()\n", " \n", " # Measure forward pass peak RSS\n", " with PeakRSS(include_children=True, interval=0.0001) as m_fwd:\n", " start_fwd = time.time()\n", " z, y_pred = model(x)\n", " forward_time = time.time() - start_fwd\n", " \n", " results['forward_peak_rss_gb'] = bytes_to_gb(m_fwd.peak)\n", " results['forward_time'] = forward_time\n", " \n", " # Compute loss\n", " ts_loss = loss_fn(y_pred, y)\n", " df_loss = torch.mean(y * z)\n", " loss = df_loss\n", " \n", " # Measure backward pass peak RSS\n", " with PeakRSS(include_children=True, interval=0.0001) as m_bwd:\n", " start_bwd = time.time()\n", " loss.backward()\n", " backward_time = time.time() - start_bwd\n", " \n", " results['backward_peak_rss_gb'] = bytes_to_gb(m_bwd.peak)\n", " results['backward_time'] = backward_time\n", " results['total_iter_time'] = forward_time + backward_time\n", " \n", " # Cleanup\n", " del model, optimizer, train_loader, test_loader\n", " cleanup()\n", " \n", " return results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Run Benchmarks for All ydim Values" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "============================================================\n", "Benchmarking ydim=100\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 0.3490 GB, Forward RSS: 0.3977 GB, Backward RSS: 0.4037 GB\n", " Running cvxpylayer...\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "/nethome/zzhao628/anaconda3/envs/bilevel/lib/python3.10/site-packages/cvxpy/reductions/solvers/solving_chain.py:250: UserWarning: Your problem has too many parameters for efficient DPP compilation. We suggest setting 'ignore_dpp = True'.\n", " warnings.warn(\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " Init RSS: 0.5497 GB, Forward RSS: 0.5671 GB, Backward RSS: 0.5808 GB\n", "\n", "============================================================\n", "Benchmarking ydim=200\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 0.5896 GB, Forward RSS: 0.5896 GB, Backward RSS: 0.5945 GB\n", " Running cvxpylayer...\n", " Init RSS: 1.2633 GB, Forward RSS: 1.2686 GB, Backward RSS: 1.3053 GB\n", "\n", "============================================================\n", "Benchmarking ydim=300\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 1.3261 GB, Forward RSS: 1.3312 GB, Backward RSS: 1.3318 GB\n", " Running cvxpylayer...\n", " Init RSS: 2.6546 GB, Forward RSS: 2.6542 GB, Backward RSS: 2.7367 GB\n", "\n", "============================================================\n", "Benchmarking ydim=400\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 2.7676 GB, Forward RSS: 2.7676 GB, Backward RSS: 2.7688 GB\n", " Running cvxpylayer...\n", " Init RSS: 4.3196 GB, Forward RSS: 4.3207 GB, Backward RSS: 4.5112 GB\n", "\n", "============================================================\n", "Benchmarking ydim=500\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 4.5102 GB, Forward RSS: 4.5102 GB, Backward RSS: 4.5129 GB\n", " Running cvxpylayer...\n", " Init RSS: 7.0341 GB, Forward RSS: 7.2490 GB, Backward RSS: 7.3287 GB\n", "\n", "============================================================\n", "Benchmarking ydim=600\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 7.1074 GB, Forward RSS: 7.2074 GB, Backward RSS: 7.2079 GB\n", " Running cvxpylayer...\n", " Init RSS: 12.0712 GB, Forward RSS: 7.4286 GB, Backward RSS: 7.5332 GB\n", "\n", "============================================================\n", "Benchmarking ydim=700\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 7.2419 GB, Forward RSS: 7.2593 GB, Backward RSS: 7.2898 GB\n", " Running cvxpylayer...\n", " Init RSS: 23.8247 GB, Forward RSS: 8.7073 GB, Backward RSS: 8.8440 GB\n", "\n", "============================================================\n", "Benchmarking ydim=800\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 8.3415 GB, Forward RSS: 8.4895 GB, Backward RSS: 8.4902 GB\n", " Running cvxpylayer...\n", " Init RSS: 31.4607 GB, Forward RSS: 8.7852 GB, Backward RSS: 8.8766 GB\n", "\n", "============================================================\n", "Benchmarking ydim=900\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 8.3628 GB, Forward RSS: 8.5696 GB, Backward RSS: 8.5752 GB\n", " Running cvxpylayer...\n", " Init RSS: 55.3312 GB, Forward RSS: 55.7627 GB, Backward RSS: 55.9967 GB\n", "\n", "============================================================\n", "Benchmarking ydim=1000\n", "============================================================\n", " Running ffocp_eq...\n", "FFOLayer forward eps = 1e-12, backward eps = 0.001\n", "max_workers: 8\n", " Init RSS: 55.5935 GB, Forward RSS: 55.5935 GB, Backward RSS: 55.5935 GB\n", " Running cvxpylayer...\n", " Init RSS: 88.7127 GB, Forward RSS: 88.7127 GB, Backward RSS: 88.9277 GB\n", "\n", "============================================================\n", "All benchmarks completed!\n", "============================================================\n" ] } ], "source": [ "# Run benchmarks for all ydim values\n", "all_results = []\n", "\n", "for ydim in YDIM_LIST:\n", " print(f\"\\n{'='*60}\")\n", " print(f\"Benchmarking ydim={ydim}\")\n", " print(f\"{'='*60}\")\n", " \n", " # Benchmark ffocp_eq\n", " print(f\" Running ffocp_eq...\")\n", " ffocp_result = benchmark_method('ffocp_eq', ydim)\n", " all_results.append(ffocp_result)\n", " print(f\" Init RSS: {ffocp_result['init_peak_rss_gb']:.4f} GB, \"\n", " f\"Forward RSS: {ffocp_result['forward_peak_rss_gb']:.4f} GB, \"\n", " f\"Backward RSS: {ffocp_result['backward_peak_rss_gb']:.4f} GB\")\n", " \n", " # Benchmark cvxpylayer\n", " print(f\" Running cvxpylayer...\")\n", " cvxpy_result = benchmark_method('cvxpylayer', ydim)\n", " all_results.append(cvxpy_result)\n", " print(f\" Init RSS: {cvxpy_result['init_peak_rss_gb']:.4f} GB, \"\n", " f\"Forward RSS: {cvxpy_result['forward_peak_rss_gb']:.4f} GB, \"\n", " f\"Backward RSS: {cvxpy_result['backward_peak_rss_gb']:.4f} GB\")\n", "\n", "print(f\"\\n{'='*60}\")\n", "print(\"All benchmarks completed!\")\n", "print(f\"{'='*60}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Results Table" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Full Results:\n" ] }, { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
ydimmethodinit_peak_rss_gbforward_peak_rss_gbforward_timebackward_peak_rss_gbbackward_timetotal_iter_time
0100ffocp_eq0.5629200.6524240.3370050.6753580.2043460.541352
1100cvxpylayer0.7041930.7780270.1664450.7812960.0282330.194678
2200ffocp_eq0.5645370.6723750.2093520.6909070.1844640.393817
3200cvxpylayer0.9662740.7373010.2635290.7630650.0498280.313357
4300ffocp_eq0.5647510.6773150.2552090.7320180.2367420.491951
5300cvxpylayer1.9523050.9064790.6866420.9505200.1033170.789960
6400ffocp_eq0.5666730.7289240.3614830.7873500.3313120.692795
7400cvxpylayer4.0263901.3707811.0726431.4327580.1826691.255312
8500ffocp_eq0.5691530.8148880.5309830.8608210.5093201.040303
9500cvxpylayer7.7148972.4158631.8359342.5066450.2651222.101056
10600ffocp_eq0.5631450.8340910.3632530.9028660.3490340.712287
11600cvxpylayer337.181324337.5788882.881727337.7051850.4262813.308007
12700ffocp_eq0.5683170.8776630.4504941.0151940.4387580.889252
13700cvxpylayer383.725735384.2442633.595613384.3606760.6093064.204918
14800ffocp_eq0.5714530.9270970.5612001.1268500.5717021.132902
15800cvxpylayer406.781963407.4507225.034194407.6376910.8102005.844394
16900ffocp_eq0.5743220.9719090.7624321.2028120.7726911.535123
17900cvxpylayer436.398518437.2173316.556314437.3629041.1578797.714193
181000ffocp_eq0.5704541.0404971.0236821.3128591.2473112.270993
191000cvxpylayer487.272373488.1761788.727450488.2805021.38757710.115027
\n", "
" ], "text/plain": [ " ydim method init_peak_rss_gb forward_peak_rss_gb forward_time \\\n", "0 100 ffocp_eq 0.562920 0.652424 0.337005 \n", "1 100 cvxpylayer 0.704193 0.778027 0.166445 \n", "2 200 ffocp_eq 0.564537 0.672375 0.209352 \n", "3 200 cvxpylayer 0.966274 0.737301 0.263529 \n", "4 300 ffocp_eq 0.564751 0.677315 0.255209 \n", "5 300 cvxpylayer 1.952305 0.906479 0.686642 \n", "6 400 ffocp_eq 0.566673 0.728924 0.361483 \n", "7 400 cvxpylayer 4.026390 1.370781 1.072643 \n", "8 500 ffocp_eq 0.569153 0.814888 0.530983 \n", "9 500 cvxpylayer 7.714897 2.415863 1.835934 \n", "10 600 ffocp_eq 0.563145 0.834091 0.363253 \n", "11 600 cvxpylayer 337.181324 337.578888 2.881727 \n", "12 700 ffocp_eq 0.568317 0.877663 0.450494 \n", "13 700 cvxpylayer 383.725735 384.244263 3.595613 \n", "14 800 ffocp_eq 0.571453 0.927097 0.561200 \n", "15 800 cvxpylayer 406.781963 407.450722 5.034194 \n", "16 900 ffocp_eq 0.574322 0.971909 0.762432 \n", "17 900 cvxpylayer 436.398518 437.217331 6.556314 \n", "18 1000 ffocp_eq 0.570454 1.040497 1.023682 \n", "19 1000 cvxpylayer 487.272373 488.176178 8.727450 \n", "\n", " backward_peak_rss_gb backward_time total_iter_time \n", "0 0.675358 0.204346 0.541352 \n", "1 0.781296 0.028233 0.194678 \n", "2 0.690907 0.184464 0.393817 \n", "3 0.763065 0.049828 0.313357 \n", "4 0.732018 0.236742 0.491951 \n", "5 0.950520 0.103317 0.789960 \n", "6 0.787350 0.331312 0.692795 \n", "7 1.432758 0.182669 1.255312 \n", "8 0.860821 0.509320 1.040303 \n", "9 2.506645 0.265122 2.101056 \n", "10 0.902866 0.349034 0.712287 \n", "11 337.705185 0.426281 3.308007 \n", "12 1.015194 0.438758 0.889252 \n", "13 384.360676 0.609306 4.204918 \n", "14 1.126850 0.571702 1.132902 \n", "15 407.637691 0.810200 5.844394 \n", "16 1.202812 0.772691 1.535123 \n", "17 437.362904 1.157879 7.714193 \n", "18 1.312859 1.247311 2.270993 \n", "19 488.280502 1.387577 10.115027 " ] }, "execution_count": null, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.read_csv('peakrss_benchmark_results.csv')\n", "\n", "# Pivot for easier comparison\n", "df_ffocp = df[df['method'] == 'ffocp_eq'].set_index('ydim')\n", "df_cvxpy = df[df['method'] == 'cvxpylayer'].set_index('ydim')\n", "\n", "# Display full results table\n", "print(\"Full Results:\")\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualization: Peak RSS vs ydim" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(1, 3, figsize=(21, 5.5))\n", "\n", "color_ffocp = '#2ecc71'\n", "color_cvxpy = '#e74c3c'\n", "\n", "axes[0].plot(YDIM_LIST, df_ffocp['init_peak_rss_gb'].values, 'o-', \n", " color=color_ffocp, linewidth=3, markersize=10, label='FFOCP')\n", "axes[0].plot(YDIM_LIST, df_cvxpy['init_peak_rss_gb'].values, 's-', \n", " color=color_cvxpy, linewidth=3, markersize=10, label='CvxpyLayer')\n", "axes[0].set_xlabel('y dim', fontsize=22)\n", "axes[0].set_ylabel('Memory Usage (GB)', fontsize=22)\n", "axes[0].set_title('Initialization Memory', fontsize=24, fontweight='bold')\n", "axes[0].legend(fontsize=18)\n", "axes[0].grid(True, alpha=0.3)\n", "axes[0].set_xticks([200, 400, 600, 800, 1000])\n", "axes[0].tick_params(axis='both', labelsize=18)\n", "\n", "axes[1].plot(YDIM_LIST, df_ffocp['forward_peak_rss_gb'].values, 'o-', \n", " color=color_ffocp, linewidth=3, markersize=10, label='FFOCP')\n", "axes[1].plot(YDIM_LIST, df_cvxpy['forward_peak_rss_gb'].values, 's-', \n", " color=color_cvxpy, linewidth=3, markersize=10, label='CvxpyLayer')\n", "axes[1].set_xlabel('y dim', fontsize=22)\n", "axes[1].set_ylabel('Memory Usage (GB)', fontsize=22)\n", "axes[1].set_title('Forward Pass Memory', fontsize=24, fontweight='bold')\n", "axes[1].legend(fontsize=18)\n", "axes[1].grid(True, alpha=0.3)\n", "axes[1].set_xticks([200, 400, 600, 800, 1000])\n", "axes[1].tick_params(axis='both', labelsize=18)\n", "\n", "axes[2].plot(YDIM_LIST, df_ffocp['backward_peak_rss_gb'].values, 'o-', \n", " color=color_ffocp, linewidth=3, markersize=10, label='FFOCP')\n", "axes[2].plot(YDIM_LIST, df_cvxpy['backward_peak_rss_gb'].values, 's-', \n", " color=color_cvxpy, linewidth=3, markersize=10, label='CvxpyLayer')\n", "axes[2].set_xlabel('y dim', fontsize=22)\n", "axes[2].set_ylabel('Memory Usage (GB)', fontsize=22)\n", "axes[2].set_title('Backward Pass Memory', fontsize=24, fontweight='bold')\n", "axes[2].legend(fontsize=18)\n", "axes[2].grid(True, alpha=0.3)\n", "axes[2].set_xticks([200, 400, 600, 800, 1000])\n", "axes[2].tick_params(axis='both', labelsize=18)\n", "\n", "# plt.suptitle(f'Peak RSS Memory Comparison (batch_size={BATCH_SIZE})', \n", "# fontsize=26, fontweight='bold', y=1.02)\n", "plt.tight_layout()\n", "plt.savefig('peakrss_vs_ydim_memory.pdf', dpi=300, bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(8, 5.5))\n", "\n", "color_ffocp = '#2ecc71'\n", "color_cvxpy = '#e74c3c'\n", "\n", "ax.plot(YDIM_LIST, df_ffocp['init_peak_rss_gb'].values, 'o-', \n", " color=color_ffocp, linewidth=3, markersize=10, label='FFOCP')\n", "ax.plot(YDIM_LIST, df_cvxpy['init_peak_rss_gb'].values, 's-', \n", " color=color_cvxpy, linewidth=3, markersize=10, label='CvxpyLayer')\n", "ax.set_xlabel('y dim', fontsize=24)\n", "ax.set_ylabel('Memory Usage (GB)', fontsize=24)\n", "ax.set_title('Maximum Memory Usage', fontsize=24, fontweight='bold')\n", "ax.legend(fontsize=22)\n", "ax.grid(True, alpha=0.3)\n", "ax.set_xticks([200, 400, 600, 800, 1000])\n", "ax.tick_params(axis='both', labelsize=18)\n", "\n", "plt.tight_layout()\n", "plt.savefig('peakrss_max_memory.pdf', dpi=300, bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualization: Execution Time vs ydim" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(1, 2, figsize=(14, 5.5))\n", "\n", "axes[0].plot(YDIM_LIST, df_ffocp['forward_time'].values, 'o-', \n", " color=color_ffocp, linewidth=3, markersize=10, label='FFOCP')\n", "axes[0].plot(YDIM_LIST, df_cvxpy['forward_time'].values, 's-', \n", " color=color_cvxpy, linewidth=3, markersize=10, label='CvxpyLayer')\n", "axes[0].set_xlabel('ydim', fontsize=22)\n", "axes[0].set_ylabel('Time (seconds)', fontsize=22)\n", "axes[0].set_title('Forward Pass Time', fontsize=24, fontweight='bold')\n", "axes[0].legend(fontsize=18)\n", "axes[0].grid(True, alpha=0.3)\n", "axes[0].set_xticks([100, 300, 500, 700, 1000])\n", "axes[0].tick_params(axis='both', labelsize=18)\n", "\n", "axes[1].plot(YDIM_LIST, df_ffocp['backward_time'].values, 'o-', \n", " color=color_ffocp, linewidth=3, markersize=10, label='FFOCP')\n", "axes[1].plot(YDIM_LIST, df_cvxpy['backward_time'].values, 's-', \n", " color=color_cvxpy, linewidth=3, markersize=10, label='CvxpyLayer')\n", "axes[1].set_xlabel('ydim', fontsize=22)\n", "axes[1].set_ylabel('Time (seconds)', fontsize=22)\n", "axes[1].set_title('Backward Pass Time', fontsize=24, fontweight='bold')\n", "axes[1].legend(fontsize=18)\n", "axes[1].grid(True, alpha=0.3)\n", "axes[1].set_xticks([100, 300, 500, 700, 1000])\n", "axes[1].tick_params(axis='both', labelsize=18)\n", "\n", "# plt.suptitle(f'Execution Time Comparison (batch_size={BATCH_SIZE})', \n", "# fontsize=26, fontweight='bold', y=1.02)\n", "plt.tight_layout()\n", "plt.savefig('peakrss_vs_ydim_time.pdf', dpi=300, bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "rl", "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": "3.10.14" } }, "nbformat": 4, "nbformat_minor": 2 }