{ "cells": [ { "cell_type": "code", "execution_count": 233, "metadata": {}, "outputs": [], "source": [ "#!/usr/bin/env python\n", "# -*- coding: utf-8 -*-\n", "# Python version: 3.6\n", "\n", "\n", "import os\n", "import copy\n", "import time\n", "import pickle\n", "import numpy as np\n", "from tqdm import tqdm\n", "\n", "import torch\n", "from tensorboardX import SummaryWriter\n", "\n", "from options import args_parser\n", "from update import LocalUpdate, test_inference\n", "from models import MLP, CNNMnist, CNNFashion_Mnist, CNNCifar\n", "from utils import get_dataset, average_weights, exp_details" ] }, { "cell_type": "code", "execution_count": 234, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Namespace(dataset='mnist', epochs=1, frac=0.1, gpu=None, iid=1, local_bs=10, local_ep=2, lr=0.01, model='mlp', num_classes=10, num_clusters=2, num_users=100, optimizer='sgd', test_acc=75, unequal=0, verbose=1)" ] }, "execution_count": 234, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import argparse\n", "\n", "parser = argparse.ArgumentParser()\n", "# parser.add_argument('--name', '-n', default='foo', help='foo')\n", "parser.add_argument('--model', type=str, default='mlp', help='model name(mlp or cnn)')\n", "parser.add_argument('--dataset', type=str, default='mnist', help=\"name of dataset(mnist or cifar)\")\n", "parser.add_argument('--epochs', type=int, default=1, help=\"number of rounds of training(10)\")\n", "parser.add_argument('--num_users', type=int, default=100, help=\"number of users: K\")\n", "parser.add_argument('--num_classes', type=int, default=10, help=\"number of classes\")\n", "parser.add_argument('--gpu', default=None, help=\"To use cuda, set to a specific GPU ID. Default set to use CPU.\")\n", "parser.add_argument('--frac', type=float, default=0.1, help='the fraction of clients: C')\n", "parser.add_argument('--local_ep', type=int, default=2, help=\"the number of local epochs: E\")\n", "parser.add_argument('--local_bs', type=int, default=10, help=\"local batch size: B\")\n", "parser.add_argument('--lr', type=float, default=0.01, help='learning rate')\n", "parser.add_argument('--optimizer', type=str, default='sgd', help=\"type of optimizer\")\n", "parser.add_argument('--verbose', type=int, default=1, help='verbose')\n", "parser.add_argument('--iid', type=int, default=1, help='Default set to IID. Set to 0 for non-IID.')\n", "parser.add_argument('--unequal', type=int, default=0, help='whether to use unequal data splits for \\\n", " non-i.i.d setting (use 0 for equal splits)')\n", "# parser.add_argument('--seed', type=int, default=1, help='random seed')\n", "\n", "parser.add_argument('--num_clusters', type=int, default=2, help='verbose')\n", "parser.add_argument('--test_acc', type=int, default=75, help='target test accuracy')\n", "\n", "\n", "# args = parser.parse_args([])\n", "args, _ = parser.parse_known_args()\n", "\n", "args\n", "# --dataset=mnist --gpu=0 --iid=0 --epochs=10" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# if __name__ == '__main__':\n", "start_time = time.time()\n", "print(\"start time: \", start_time)\n", "\n", "# define paths\n", "path_project = os.path.abspath('..')\n", "logger = SummaryWriter('../logs')\n", "\n", "# args = args_parser()\n", "# exp_details(args)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "if args.gpu:\n", " torch.cuda.set_device(args.gpu)\n", "device = 'cuda' if args.gpu else 'cpu'" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# load dataset and user groups\n", "train_dataset, test_dataset, user_groups = get_dataset(args)" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "keys = user_groups.keys()\n", "keys" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "raw", "metadata": {}, "source": [ "l = np.arange(5,6)\n", "l\n", "{k:user_groups[k] for k in l if k in user_groups}" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "np.arange(cluster_size, dtype=int)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Splitting into clusters. FL groups\n", "cluster_size = args.num_users / args.num_clusters\n", "print(\"Each cluster size: \", cluster_size)\n", "\n", "# Cluster 1\n", "A1 = np.arange(cluster_size, dtype=int)\n", "user_groupsA = {k:user_groups[k] for k in A1 if k in user_groups}\n", "print(\"Size of cluster 1: \", len(user_groupsA))\n", "# Cluster 2\n", "B1 = np.arange(cluster_size, cluster_size+cluster_size, dtype=int)\n", "user_groupsB = {k:user_groups[k] for k in B1 if k in user_groups}\n", "print(\"Size of cluster 2: \", len(user_groupsB))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Check that clusters are all different\n", "print(user_groupsA.keys())\n", "print(user_groupsB.keys())" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# BUILD MODEL\n", "def build_model(args, train_dataset):\n", " if args.model == 'cnn':\n", " # Convolutional neural network\n", " if args.dataset == 'mnist':\n", " global_model = CNNMnist(args=args)\n", " elif args.dataset == 'fmnist':\n", " global_model = CNNFashion_Mnist(args=args)\n", " elif args.dataset == 'cifar':\n", " global_model = CNNCifar(args=args)\n", "\n", " elif args.model == 'mlp':\n", " # Multi-layer preceptron\n", " img_size = train_dataset[0][0].shape\n", " len_in = 1\n", " for x in img_size:\n", " len_in *= x\n", " global_model = MLP(dim_in=len_in, dim_hidden=200,\n", " dim_out=args.num_classes)\n", " else:\n", " exit('Error: unrecognized model')\n", " \n", " return global_model" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# MODEL PARAM SUMMARY\n", "global_model = build_model(args, train_dataset)\n", "pytorch_total_params = sum(p.numel() for p in global_model.parameters())\n", "print(pytorch_total_params)\n", "\n", "from torchsummary import summary\n", "\n", "summary(global_model, (1, 28, 28))\n", "global_model.parameters()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Set the model to train and send it to device.\n", "global_model.to(device)\n", "global_model.train()\n", "print(global_model)\n", "\n", "# copy weights\n", "global_weights = global_model.state_dict()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Set the cluster models to train and send it to device.\n", "cluster_modelA = build_model(args, train_dataset)\n", "cluster_modelA.to(device)\n", "cluster_modelA.train()\n", "# copy weights\n", "cluster_modelA_weights = cluster_modelA.state_dict()\n", "\n", "# Set the cluster models to train and send it to device.\n", "cluster_modelB = build_model(args, train_dataset)\n", "cluster_modelB.to(device)\n", "cluster_modelB.train()\n", "# copy weights\n", "cluster_modelB_weights = cluster_modelA.state_dict()" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "from string import ascii_uppercase\n", "# for c in ascii_uppercase:\n", "# print(c)\n", "\n", "a = 5\n", "\n", "for k, v in list(locals().items()):\n", " if v is cluster_modelA:\n", " a_as_str = k \n", "a_as_str " ] }, { "cell_type": "raw", "metadata": {}, "source": [ "print(np.random.choice(range(args.num_users), m, replace=False))\n", "np.random.choice(A1, m, replace=False)" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "len(A1)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Defining the training function\n", "def fl_train(args, train_dataset, cluster_global_model, cluster, usergrp, epochs):\n", "# print(args)\n", " \n", "# # Set the model to train and send it to device.\n", "# cluster_global_model = build_model(args, train_dataset)\n", "# cluster_global_model.to(device)\n", "# cluster_global_model.train()\n", "\n", "# # copy weights\n", "# cluster_global_weights = cluster_global_model.state_dict()\n", " \n", " cluster_train_loss, cluster_train_accuracy = [], []\n", " cluster_val_acc_list, cluster_net_list = [], []\n", " cluster_cv_loss, cluster_cv_acc = [], []\n", "# print_every = 1\n", " cluster_val_loss_pre, counter = 0, 0\n", " \n", "# for epoch in tqdm(range(epochs)):\n", " for epoch in range(epochs):\n", " cluster_local_weights, cluster_local_losses = [], []\n", "# print(f'\\n | Cluster Training Round : {epoch+1} |\\n')\n", "\n", " cluster_global_model.train()\n", " m = max(int(args.frac * len(cluster)), 1)\n", " idxs_users = np.random.choice(cluster, m, replace=False)\n", "\n", "\n", " for idx in idxs_users:\n", " cluster_local_model = LocalUpdate(args=args, dataset=train_dataset, idxs=usergrp[idx], logger=logger)\n", " cluster_w, cluster_loss = cluster_local_model.update_weights(model=copy.deepcopy(cluster_global_model), global_round=epoch)\n", " cluster_local_weights.append(copy.deepcopy(cluster_w))\n", " cluster_local_losses.append(copy.deepcopy(cluster_loss))\n", " print('| Global Round : {} | User : {} | \\tLoss: {:.6f}'.format(epoch, idx, cluster_loss))\n", " \n", " # averaging global weights\n", " cluster_global_weights = average_weights(cluster_local_weights)\n", "\n", " # update global weights\n", " cluster_global_model.load_state_dict(cluster_global_weights)\n", "\n", " cluster_loss_avg = sum(cluster_local_losses) / len(cluster_local_losses)\n", " cluster_train_loss.append(cluster_loss_avg)\n", "\n", "# # Calculate avg training accuracy over all users at every epoch\n", "# cluster_list_acc, cluster_list_loss = [], []\n", "# cluster_global_model.eval()\n", " \n", "# for c in range(len(cluster)):\n", "# cluster_local_model = LocalUpdate(args=args, dataset=train_dataset,\n", "# idxs=usergrp[idx], logger=logger)\n", "# cluster_acc, cluster_loss = cluster_local_model.inference(model=cluster_global_model)\n", "# cluster_list_acc.append(cluster_acc)\n", "# cluster_list_loss.append(cluster_loss)\n", "# cluster_train_accuracy.append(sum(cluster_list_acc)/len(cluster_list_acc))\n", " \n", "# return cluster_global_model, cluster_train_loss #cluster_global_weights, cluster_loss_avg, cluster_train_accuracy \n", " return cluster_global_weights, cluster_loss_avg\n", " \n", "# A_model, A_weights, A_losses, A_trainacc = fl_train(args, train_dataset, cluster_modelA, A1, user_groupsA, 2) \n", "# A_model, A_trainloss = fl_train(args, train_dataset, cluster_modelA, A1, user_groupsA, 2)\n", "# A_weights, A_losses = fl_train(args, train_dataset, cluster_modelA, A1, user_groupsA, 2)" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "# Defining the evaluation function\n", "def fl_eval(train_dataset, global_model, cluster, usergrp, idxs_users):\n", " cluster_list_acc, cluster_list_loss = [], []\n", "# for c in range(len(cluster)):\n", " for c in idxs_users:\n", " cluster_local_model = LocalUpdate(args=args, dataset=train_dataset,\n", " idxs=usergrp[c], logger=logger)\n", " acc, loss = cluster_local_model.inference(model=global_model)\n", " cluster_list_acc.append(acc)\n", " cluster_list_loss.append(loss)\n", "# train_accuracy.append(sum(list_acc)/len(list_acc))\n", "\n", " return cluster_list_acc, cluster_list_loss\n", "\n", "\n", "clusterA_list_acc, clusterA_list_loss = fl_eval(train_dataset, global_model, A1, user_groupsA, A_idxs_users)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Main training" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": true }, "outputs": [], "source": [ "train_loss, train_accuracy = [], []\n", "val_acc_list, net_list = [], []\n", "cv_loss, cv_acc = [], []\n", "print_every = 1\n", "val_loss_pre, counter = 0, 0\n", "# Add\n", "testacc_check, epoch = 0, 0\n", "\n", "# for epoch in tqdm(range(args.epochs)):\n", "while testacc_check < args.test_acc:\n", " local_weights, local_losses, local_accuracies= [], [], []\n", " print(f'\\n | Global Training Round : {epoch+1} |\\n')\n", " \n", " # ============== TRAIN ==============\n", " global_model.train()\n", " \n", " # Cluster A\n", " A_weights, A_losses = fl_train(args, train_dataset, cluster_modelA, A1, user_groupsA, 2)\n", " local_weights.append(copy.deepcopy(A_weights))\n", " local_losses.append(copy.deepcopy(A_losses))\n", " \n", " # Cluster B\n", " B_weights, B_losses = fl_train(args, train_dataset, cluster_modelB, B1, user_groupsB, 2)\n", " local_weights.append(copy.deepcopy(B_weights))\n", " local_losses.append(copy.deepcopy(B_losses))\n", " \n", " \n", " # averaging global weights\n", " global_weights = average_weights(local_weights)\n", "\n", " # update global weights\n", " global_model.load_state_dict(global_weights)\n", "\n", " loss_avg = sum(local_losses) / len(local_losses)\n", " train_loss.append(loss_avg)\n", " \n", " # ============== EVAL ============== \n", " # Calculate avg training accuracy over all users at every epoch\n", " list_acc, list_loss = [], []\n", " global_model.eval()\n", " for c in range(args.num_users):\n", " local_model = LocalUpdate(args=args, dataset=train_dataset,\n", " idxs=user_groups[c], logger=logger)\n", " acc, loss = local_model.inference(model=global_model)\n", " list_acc.append(acc)\n", " list_loss.append(loss)\n", " train_accuracy.append(sum(list_acc)/len(list_acc))\n", " # Add\n", " testacc_check = 100*train_accuracy[-1] \n", " \n", " epoch = epoch + 1\n", " # print global training loss after every 'i' rounds\n", " if (epoch+1) % print_every == 0:\n", "# print(f' \\nAvg Training Stats after {epoch+1} global rounds:')\n", " print(f\"\\nAvg Training Stats after {epoch} global rounds:\")\n", " print(f'Training Loss : {np.mean(np.array(train_loss))}')\n", " print('Train Accuracy: {:.2f}% \\n'.format(100*train_accuracy[-1]))\n", "# print('Train Accuracy: {:.2f}% \\n'.format(100*train_accuracy[-1][0]))\n", " \n", "\n", "print('\\n Total Run Time: {0:0.4f}'.format(time.time()-start_time))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Test inference after completion of training\n", "test_acc, test_loss = test_inference(args, global_model, test_dataset)\n", "\n", "print(f' \\n Results after {args.epochs} global rounds of training:')\n", "print(\"|---- Avg Train Accuracy: {:.2f}%\".format(100*train_accuracy[-1]))\n", "print(\"|---- Test Accuracy: {:.2f}%\".format(100*test_acc))\n", "\n", "# Saving the objects train_loss and train_accuracy:\n", "file_name = '../save/objects/{}_{}_{}_C[{}]_iid[{}]_E[{}]_B[{}].pkl'.\\\n", " format(args.dataset, args.model, epoch, args.frac, args.iid,\n", " args.local_ep, args.local_bs)\n", "\n", "with open(file_name, 'wb') as f:\n", " pickle.dump([train_loss, train_accuracy], f)\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 336, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "100\n" ] }, { "data": { "text/plain": [ "100" ] }, "execution_count": 336, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pickle\n", "\n", "filename = \"[13]HFL4_mnist_cnn_100_lr[0.01]_C[0.1]_iid[1]_E[1]_B[10]\"\n", "with open(r\"../save/objects/\" + filename + \".pkl\", \"rb\") as input_file:\n", " data = pickle.load(input_file)\n", " \n", "# print(data)\n", "trloss = data[0]\n", "tracc = data[1]\n", "print(len(trloss))\n", "(len(tracc))" ] }, { "cell_type": "code", "execution_count": 337, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.9888333333333338" ] }, "execution_count": 337, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tracc[-1]" ] }, { "cell_type": "code", "execution_count": 338, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The number of global training round just greater than 97.0% : 5\n" ] } ], "source": [ "# using enumerate() + next() to find index of first element just greater than 80%\n", "testacc = 0.97\n", "res = next(x for x, val in enumerate(tracc) if val >= testacc) \n", "\n", "# printing result \n", "print (\"The number of global training round just greater than \" + str(testacc*100) + \"% : \" + str(res+1)) " ] }, { "cell_type": "code", "execution_count": 315, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/wesleyjtann/miniconda3/envs/fl_pytorch/lib/python3.7/site-packages/ipykernel_launcher.py:4: UserWarning: matplotlib.pyplot as already been imported, this call will have no effect.\n", " after removing the cwd from sys.path.\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 315, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# PLOTTING (optional)\n", "import matplotlib\n", "import matplotlib.pyplot as plt\n", "matplotlib.use('Agg')\n", "\n", "# Plot Loss curve\n", "plt.figure()\n", "plt.title('Training Loss vs Communication rounds')\n", "# plt.plot(range(len(train_loss)), train_loss, color='r')\n", "plt.plot(range(len(trloss)), trloss, color='r')\n", "plt.ylabel('Training loss')\n", "plt.xlabel('Communication Rounds')\n", "# plt.savefig('../save/fed_{}_{}_{}_C[{}]_iid[{}]_E[{}]_B[{}]_loss.png'.\n", "# format(args.dataset, args.model, args.epochs, args.frac,\n", "# args.iid, args.local_ep, args.local_bs))\n", "plt.show" ] }, { "cell_type": "code", "execution_count": 316, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 316, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plot Average Accuracy vs Communication rounds\n", "plt.figure()\n", "plt.title('Average Accuracy vs Communication rounds')\n", "# plt.plot(range(len(train_accuracy)), train_accuracy, color='k')\n", "plt.plot(range(len(tracc)), tracc, color='k')\n", "plt.ylabel('Average Accuracy')\n", "plt.xlabel('Communication Rounds')\n", "# plt.savefig('../save/fed_{}_{}_{}_C[{}]_iid[{}]_E[{}]_B[{}]_acc.png'.\n", "# format(args.dataset, args.model, args.epochs, args.frac,\n", "# args.iid, args.local_ep, args.local_bs))\n", "plt.show" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "55" ] }, "execution_count": 87, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 174, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Dataset: MNIST IID\n", "keylist: [67, 70, 32, 69, 22, 38, 85, 15, 60, 64, 27, 49, 71, 59, 40, 86, 94, 39, 65, 81, 12, 1, 10, 23, 13, 20, 73, 77, 29, 92, 25, 78, 97, 17, 80, 95, 82, 41, 90, 44, 62, 8, 34, 37, 24, 46, 56, 21, 83, 93, 14, 9, 28, 33, 36, 19, 54, 5, 45, 30, 35, 91, 18, 2, 11, 16, 76, 75, 51, 0, 43, 79, 74, 52, 31, 88, 99, 66, 50, 42, 6, 72, 53, 68, 58, 7, 63, 57, 48, 98, 55, 47, 61, 87, 96, 26, 3, 4, 89, 84]\n" ] } ], "source": [ "train_dataset, test_dataset, user_groupsold = get_dataset(args)\n", "keys = list(user_groupsold.keys())\n", "random.shuffle(keys)\n", "user_groups = dict()\n", "for key in keys:\n", " user_groups.update({key:user_groupsold[key]})\n", "# print(user_groups.keys()) \n", "keylist = list(user_groups.keys())\n", "print(\"keylist: \", keylist)" ] }, { "cell_type": "code", "execution_count": 186, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "25" ] }, "execution_count": 186, "metadata": {}, "output_type": "execute_result" } ], "source": [ "clustersize=25\n", "A1 = keylist[:clustersize]\n", "len(A1)" ] }, { "cell_type": "code", "execution_count": 249, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Dataset: MNIST IID\n" ] }, { "data": { "text/plain": [ "{0: {31,\n", " 253,\n", " 286,\n", " 340,\n", " 591,\n", " 730,\n", " 843,\n", " 941,\n", " 1107,\n", " 1242,\n", " 1339,\n", " 1359,\n", " 1563,\n", " 1676,\n", " 1785,\n", " 1876,\n", " 1928,\n", " 2031,\n", " 2243,\n", " 2438,\n", " 2441,\n", " 2472,\n", " 2497,\n", " 2512,\n", " 2635,\n", " 2688,\n", " 2720,\n", " 2843,\n", " 2871,\n", " 2972,\n", " 2981,\n", " 3120,\n", " 3201,\n", " 3239,\n", " 3303,\n", " 3523,\n", " 3598,\n", " 3637,\n", " 3676,\n", " 3724,\n", " 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