diff --git a/.gitignore b/.gitignore index 26b9380..70b4386 100644 --- a/.gitignore +++ b/.gitignore @@ -1,11 +1,11 @@ -test.py +test.* *.pyc *.log dataset -*.ipynb *.swp .vscode/* input.txt output.txt *.json .vscode/* +*.sh \ No newline at end of file diff --git a/.vscode/launch.json b/.vscode/launch.json deleted file mode 100644 index 03929e1..0000000 --- a/.vscode/launch.json +++ /dev/null @@ -1,42 +0,0 @@ -{ - // Use IntelliSense to learn about possible attributes. - // Hover to view descriptions of existing attributes. - // For more information, visit: https://go.microsoft.com/fwlink/?linkid=830387 - "version": "0.2.0", - "configurations": [ - { - "name": "Python: 当前文件", - "type": "python", - "request": "launch", - "program": "${file}", - "console": "integratedTerminal", - "justMyCode": true, - "args": [ - "--lr", - "1e-3", - "--epochs", - "100", - "--batch_size", - "512", - "--if_scheduler", - "1", - "--step_size", - "500", - "--dataset", - "cifar10", - "--num_workers", - "4", - "--device", - "cuda:0", - "--ratio_list", - "1/3", - "--snr_list", - "100", - "--seed", - "42", - "--disable_tqdm", - "False" - ] - } - ] -} \ No newline at end of file diff --git a/README.md b/README.md index a4b76ce..589748d 100644 --- a/README.md +++ b/README.md @@ -1,19 +1,35 @@ # Deep JSCC -This implements training of deep JSCC models for wireless image transmission as described in the paper [Deep Joint Source-Channel Coding for Wireless Image Transmission](https://ieeexplore.ieee.org/abstract/document/8723589) by Pytorch. And there has been a [Tensorflow and keras implementations ](https://github.com/irdanish11/DJSCC-for-Wireless-Image-Transmission). +This implements training of Deep JSCC models for wireless image transmission as described in the paper [Deep Joint Source-Channel Coding for Wireless Image Transmission](https://ieeexplore.ieee.org/abstract/document/8723589) by Pytorch. And there has been a [Tensorflow and keras implementations ](https://github.com/irdanish11/DJSCC-for-Wireless-Image-Transmission). This is my first time to use PyTorch and git to reproduce a paper, so there may be some mistakes. If you find any, please let me know. Thanks! + + + +## Update-2024.06.04 +- modify the `train.py` to omit most of the args in command line, you can just us `python train.py --dataset ${dataset_name}` to train the model. +- add tensorboard to record the results in exp. +- add the `visualization/` file to visualize the result. +- add bash file to run the code in parallel. + + + ## Architecture -![architecture](./demo/arc.png) +
+ Image 1 +
## Demo -the model trained on cifar10 which is 32\*32 but test on kodim which is 768\*512. -![demo1](./run/cifar10_3000_0.33_100.00_256_40.pth_kodim08.png) -the model trained on imagenet which is resized to 128\*128 but test on kodim which is 768\*512. -![demo2](./run/imagenet_10_0.33_200.00_32_19.pth_kodim08.png) +The model trained on cifar10 which is 32\*32 but test on kodim which is 768\*512 (left); and the model trained on imagenet which is resized to 128\*128 but test on kodim which is 768\*512 (right). +
+ Image 1 +
+ Image 1 + +
## Installation conda or other virtual environment is recommended. @@ -31,25 +47,88 @@ The cifar10 dataset can be downloaded automatically by torchvision. But the imag python dataset.py ``` -### Training Model -Run(example presented in paper) on cifar10 +### Training +The training command used to be very long, but now you can just use `python train.py --dataset ${dataset_name} --channel ${channel}` to train the model. +The default dataset is cifar10. +The parmeters can be modified in the `train.py` file. The default parameters are similar to the paper. -``` -python train.py --lr 1e-3 --epochs 1000 --batch_size 64 --channel 'AWGN' --saved ./saved --snr_list 1 4 7 13 19 --ratio_list 1/6 1/12 --dataset cifar10 --num_workers 4 --parallel True --if_scheduler True --scheduler_step_size 50 -``` -or Run(example presented in paper) on imagenet +| Parameters | CIFAR-10 | ImageNet | +|------------------------|------------------|------------------| +| `batch_size` | 64 | 32 | +| `init_lr` | 1e-3 | 1e-4 | +| `weight_decay` | 5e-4 | 5e-4 | +| `snr_list` | [19, 13, 7, 4, 1]| [19, 13, 7, 4, 1]| +| `ratio_list` | [1/6, 1/12] | [1/6, 1/12] | +| `if_scheduler` | True | False | +| `step_size` | 640 | N/A | +| `gamma` | 0.1 | 0.1 | + + + + + + + ### Evaluation -Run(example presented in paper) +The `eval.py` provides the evaluation of the trained model. + +You may need modify slightly to evaluate the model for different snr_list and channel type in `main` function. ``` -python eval.py --channel 'AWGN' --saved ./saved/${mode_path} --snr 20 --test_img ${test_img_path} +python eval.py ``` +All training and evaluation results are saved in the `./out` directory by default. The `./out` directory may contain the structure as follows: +``` +./out +├── checkpoint # trained models +│   ├── $DATASETNAME_$INNERCHANNEL_$SNR_$RATIO_$CHANNEL_TYPE_$TIMES_on_$DATE +│   ├── epoch_$num.pth +│   ├── ... +│   ├── CIFAR10_10_1.0_0.08_AWGN_13h21m37s_on_Jun_02_2024 +│   ├── CIFAR10_20_7.0_0.17_Rayleigh_14h03m19s_on_Jun_03_2024 +│   ├── ... +├── configs # training configurations +│   ├── $DATASETNAME_$INNERCHANNEL_$SNR_$RATIO_$CHANNEL_TYPE_$TIMES_on_$DATE +│   ├── $CIFAR10_10_4.0_0.08_AWGN_13h21m38s_on_Jun_02_2024.yaml +│   ├── ... +├── logs # training logs +│   ├── $DATASETNAME_$INNERCHANNEL_$SNR_$RATIO_$CHANNEL_TYPE_$TIMES_on_$DATE +│   ├── tensorboard logs +│   ├── ... +├── eval # evaluation results +│   ├── $DATASETNAME_$INNERCHANNEL_$SNR_$RATIO_$CHANNEL_TYPE_$TIMES_on_$DATE +│   ├── tensorboard logs +│   ├── ... +``` +### Visualization + +The `./visualization` directory contains the scripts for visualization of the training and evaluation results. + +- `single_visualization.ipynb` is used to get demo of the model on single image like the demo above. +- `plot_visualization.ipynb` is used to get visualizations of the perfprmance of the model on different snr and ratio. + +## Results + +Model results and logs for the **CIFAR-10** dataset, tested under various SNR, ratio, and channel types, are available in the `./out` directory. The models' performance is approximately 5dB worse than reported in the paper, likely due to the implementation reflecting a real communication system. However, the performance trends are consistent with those in the paper. + + +
+ Image 1 +
+ Image 2 +
+ + + ### TO-DO -- Add visualization of the model -- plot the results with different snr and ratio +- ~~Add visualization of the model~~ +- ~~plot the results with different snr and ratio~~ +- ~~add Rayleigh channel~~ +- train on imagenet +- **Convert the real communication system to a complex communication system** ## Citation If you find (part of) this code useful for your research, please consider citing diff --git a/best_number_workers.py b/best_number_workers.py deleted file mode 100644 index d9f121b..0000000 --- a/best_number_workers.py +++ /dev/null @@ -1,30 +0,0 @@ -from time import time -import multiprocessing as mp -import torch -import torchvision -from torchvision import transforms -from torch.utils.data import DataLoader, RandomSampler - - -if __name__ == '__main__': - transform = transforms.Compose([ - torchvision.transforms.ToTensor(), - ]) - - trainset = torchvision.datasets.CIFAR10( - root='./dataset/', - train=True, # 如果为True,从 training.pt 创建数据,否则从 test.pt 创建数据。 - download=True, # 如果为true,则从 Internet 下载数据集并将其放在根目录中。 如果已下载数据集,则不会再次下载。 - transform=transform - ) - - print(f"num of CPU: {mp.cpu_count()}") - for num_workers in range(2, mp.cpu_count(), 2): - train_loader = torch.utils.data.DataLoader( - trainset, shuffle=True, num_workers=num_workers, batch_size=64, pin_memory=True) - start = time() - for epoch in range(1, 3): - for i, data in enumerate(train_loader, 0): - pass - end = time() - print("Finish with:{} second, num_workers={}".format(end - start, num_workers)) diff --git a/channel.py b/channel.py index 650020a..eb58d05 100644 --- a/channel.py +++ b/channel.py @@ -2,26 +2,44 @@ import torch import torch.nn as nn -def channel(channel_type='AWGN', snr=20): - def AWGN_channel(z_hat: torch.Tensor): +class Channel(nn.Module): + def __init__(self, channel_type='AWGN', snr=20): + if channel_type not in ['AWGN', 'Rayleigh']: + raise Exception('Unknown type of channel') + super(Channel, self).__init__() + self.channel_type = channel_type + self.snr = snr + + def forward(self, z_hat): if z_hat.dim() == 4: # k = np.prod(z_hat.size()[1:]) k = torch.prod(torch.tensor(z_hat.size()[1:])) - sig_pwr = torch.sum(torch.abs(z_hat).square(), dim=(1, 2, 3), keepdim=True)/k + sig_pwr = torch.sum(torch.abs(z_hat).square(), dim=(1, 2, 3), keepdim=True) / k elif z_hat.dim() == 3: # k = np.prod(z_hat.size()) k = torch.prod(torch.tensor(z_hat.size())) - sig_pwr = torch.sum(torch.abs(z_hat).square())/k - noi_pwr = sig_pwr / (10 ** (snr / 10)) + sig_pwr = torch.sum(torch.abs(z_hat).square()) / k + noi_pwr = sig_pwr / (10 ** (self.snr / 10)) noise = torch.randn_like(z_hat) * torch.sqrt(noi_pwr) + if self.channel_type == 'Rayleigh': + # hc = torch.randn_like(z_hat) wrong implement before + hc = torch.randn(1, device = z_hat.device) + z_hat = hc * z_hat + return z_hat + noise - def Rayleigh_channel(z_hat: torch.Tensor): - pass + def get_channel(self): + return self.channel_type, self.snr - if channel_type == 'AWGN': - return AWGN_channel - elif channel_type == 'Rayleigh': - return Rayleigh_channel - else: - raise Exception('Unknown type of channel') + +if __name__ == '__main__': + # test + channel = Channel(channel_type='AWGN', snr=10) + z_hat = torch.randn(64, 10, 5, 5) + z_hat = channel(z_hat) + print(z_hat) + + channel = Channel(channel_type='Rayleigh', snr=10) + z_hat = torch.randn(64, 10, 5, 5) + z_hat = channel(z_hat) + print(z_hat) diff --git a/demo/1080_1080.jpg b/demo/1080_1080.jpg deleted file mode 100644 index 2a82a1c..0000000 Binary files a/demo/1080_1080.jpg and /dev/null differ diff --git a/demo/127_127.jpg b/demo/127_127.jpg deleted file mode 100644 index e2312ae..0000000 Binary files a/demo/127_127.jpg and /dev/null differ diff --git a/demo/32_32.jpg b/demo/32_32.jpg deleted file mode 100644 index 5ec6e90..0000000 Binary files a/demo/32_32.jpg and /dev/null differ diff --git a/run/cifar10_3000_0.33_100.00_256_40.pth_kodim08.png b/demo/cifar10_kodim08.png similarity index 100% rename from run/cifar10_3000_0.33_100.00_256_40.pth_kodim08.png rename to demo/cifar10_kodim08.png diff --git a/demo/cifar_0.08.png b/demo/cifar_0.08.png new file mode 100644 index 0000000..a960d0c Binary files /dev/null and b/demo/cifar_0.08.png differ diff --git a/demo/cifar_0.17.png b/demo/cifar_0.17.png new file mode 100644 index 0000000..ddea1ba Binary files /dev/null and b/demo/cifar_0.17.png differ diff --git a/run/imagenet_10_0.33_200.00_32_19.pth_kodim08.png b/demo/imagenet_kodim08.png similarity index 100% rename from run/imagenet_10_0.33_200.00_32_19.pth_kodim08.png rename to demo/imagenet_kodim08.png diff --git a/eval.py b/eval.py index e24626a..a378179 100644 --- a/eval.py +++ b/eval.py @@ -1,51 +1,75 @@ -# to be implemented import torch -import torch.nn as nn -from PIL import Image -from torchvision import transforms -from utils import get_psnr, image_normalization +from utils import get_psnr import os from model import DeepJSCC +from train import evaluate_epoch +from torchvision import transforms +from torchvision import datasets +from torch.utils.data import DataLoader +from dataset import Vanilla +import yaml +from tensorboardX import SummaryWriter +import glob +from concurrent.futures import ProcessPoolExecutor + +def eval_snr(model, test_loader, writer, param, times=10): + snr_list = range(0, 26, 1) + for snr in snr_list: + model.change_channel(param['channel'], snr) + test_loss = 0 + for i in range(times): + test_loss += evaluate_epoch(model, param, test_loader) + + test_loss /= times + psnr = get_psnr(image=None, gt=None, mse=test_loss) + writer.add_scalar('psnr', psnr, snr) + -def config_parser(): - import argparse - parser = argparse.ArgumentParser() - parser.add_argument('--channel', default='AWGN', type=str, help='channel type') - parser.add_argument('--saved', type=str, help='saved_path') - parser.add_argument('--snr', default=20, type=int, help='snr') - parser.add_argument('--test_image', default='./demo/kodim08.png', type=str, help='demo_image') - parser.add_argument('--times', default=10, type=int, help='num_workers') - return parser.parse_args() +def process_config(config_path, output_dir, dataset_name, times): + with open(config_path, 'r') as f: + config = yaml.load(f, Loader=yaml.UnsafeLoader) + assert dataset_name == config['dataset_name'] + params = config['params'] + c = config['inner_channel'] + if dataset_name == 'cifar10': + transform = transforms.Compose([transforms.ToTensor(), ]) + test_dataset = datasets.CIFAR10(root='../dataset/', train=False, + download=True, transform=transform) + test_loader = DataLoader(test_dataset, shuffle=True, + batch_size=params['batch_size'], num_workers=params['num_workers']) + + elif dataset_name == 'imagenet': + transform = transforms.Compose( + [transforms.ToTensor(), transforms.Resize((128, 128))]) # the size of paper is 128 + + test_dataset = Vanilla(root='../dataset/ImageNet/val', transform=transform) + test_loader = DataLoader(test_dataset, shuffle=True, + batch_size=params['batch_size'], num_workers=params['num_workers']) + else: + raise Exception('Unknown dataset') + + name = os.path.splitext(os.path.basename(config_path))[0] + writer = SummaryWriter(os.path.join(output_dir, 'eval', name)) + model = DeepJSCC(c=c) + model = model.to(params['device']) + pkl_list = glob.glob(os.path.join(output_dir, 'checkpoints', name, '*.pkl')) + model.load_state_dict(torch.load(pkl_list[-1])) + eval_snr(model, test_loader, writer, params, times) + writer.close() def main(): - args = config_parser() - transform = transforms.Compose([transforms.ToTensor()]) - test_image = Image.open(args.test_image) - test_image.load() - test_image = transform(test_image) + times = 10 + dataset_name = 'cifar10' + output_dir = './out' + channel_type = 'AWGN' + config_dir = os.path.join(output_dir, 'configs') + config_files = [os.path.join(config_dir, name) for name in os.listdir(config_dir) + if (dataset_name in name or dataset_name.upper() in name) and channel_type in name and name.endswith('.yaml')] - file_name = os.path.basename(args.saved) - c = file_name.split('_')[-1].split('.')[0] - c = int(c) - model = DeepJSCC(c=c, channel_type=args.channel, snr=args.snr) - # model.load_state_dict(torch.load(args.saved)) - model.load_state_dict(torch.load(args.saved,map_location=torch.device('cuda:0'))) - model.change_channel(args.channel, args.snr) - - psnr_all = 0.0 - - for i in range(args.times): - demo_image = model(test_image) - demo_image = image_normalization('denormalization')(demo_image) - gt = image_normalization('denormalization')(test_image) - psnr_all += get_psnr(demo_image, gt) - demo_image = image_normalization('normalization')(demo_image) - demo_image = torch.cat([test_image, demo_image], dim=1) - demo_image = transforms.ToPILImage()(demo_image) - demo_image.save('./run/{}_{}'.format(args.saved.split('/')[-1], args.test_image.split('/')[-1])) - print("psnr on {} is {}".format(args.test_image, psnr_all / args.times)) + with ProcessPoolExecutor() as executor: + executor.map(process_config, config_files, [output_dir] * len(config_files), [dataset_name] * len(config_files), [times] * len(config_files)) if __name__ == '__main__': diff --git a/model.py b/model.py index da5f0ea..7d52a0e 100644 --- a/model.py +++ b/model.py @@ -7,7 +7,7 @@ Created on Tue Dec 11:00:00 2023 import torch import torch.nn as nn -import channel +from channel import Channel """ def _image_normalization(norm_type): @@ -58,7 +58,8 @@ class _TransConvWithPReLU(nn.Module): in_channels, out_channels, kernel_size, stride, padding, output_padding) self.activate = activate if activate == nn.PReLU(): - nn.init.kaiming_normal_(self.transconv.weight, mode='fan_out', nonlinearity='leaky_relu') + nn.init.kaiming_normal_(self.transconv.weight, mode='fan_out', + nonlinearity='leaky_relu') else: nn.init.xavier_normal_(self.transconv.weight) @@ -104,7 +105,7 @@ class _Encoder(nn.Module): return _inner def forward(self, x): - #x = self.imgae_normalization(x) + # x = self.imgae_normalization(x) x = self.conv1(x) x = self.conv2(x) x = self.conv3(x) @@ -118,7 +119,7 @@ class _Encoder(nn.Module): class _Decoder(nn.Module): def __init__(self, c=1): super(_Decoder, self).__init__() - #self.imgae_normalization = _image_normalization(norm_type='denormalization') + # self.imgae_normalization = _image_normalization(norm_type='denormalization') self.tconv1 = _TransConvWithPReLU( in_channels=c, out_channels=32, kernel_size=5, stride=1, padding=2) self.tconv2 = _TransConvWithPReLU( @@ -136,22 +137,50 @@ class _Decoder(nn.Module): x = self.tconv3(x) x = self.tconv4(x) x = self.tconv5(x) - #x = self.imgae_normalization(x) + # x = self.imgae_normalization(x) return x class DeepJSCC(nn.Module): - def __init__(self, c, channel_type='AWGN', snr=20): + def __init__(self, c, channel_type='AWGN', snr=None): super(DeepJSCC, self).__init__() self.encoder = _Encoder(c=c) - self.channel = channel.channel(channel_type, snr) + if snr is not None: + self.channel = Channel(channel_type, snr) self.decoder = _Decoder(c=c) def forward(self, x): z = self.encoder(x) - z = self.channel(z) + if hasattr(self, 'channel') and self.channel is not None: + z = self.channel(z) x_hat = self.decoder(z) return x_hat - def change_channel(self, channel_type, snr): - self.channel = channel.channel(channel_type, snr) + def change_channel(self, channel_type='AWGN', snr=None): + if snr is None: + self.channel = None + else: + self.channel = Channel(channel_type, snr) + + def get_channel(self): + if hasattr(self, 'channel') and self.channel is not None: + return self.channel.get_channel() + return None + + def loss(self, prd, gt): + criterion = nn.MSELoss(reduction='mean') + loss = criterion(prd, gt) + return loss + + +if __name__ == '__main__': + model = DeepJSCC(c=20) + print(model) + x = torch.rand(1, 3, 32, 32) + y = model(x) + print(y.size()) + print(y) + print(model.encoder.norm) + print(model.encoder.norm(y)) + 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0000000..fc3ac85 --- /dev/null +++ b/out/configs/CIFAR10_10_1.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 10 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:1 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.08333333333333333 + ratio_list: + - 0.08333333333333333 + seed: 42 + snr: 1.0 + snr_list: + - 1.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + 41QCAAAAAAA= diff --git a/out/configs/CIFAR10_10_13.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_10_13.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..2c010e6 --- /dev/null +++ b/out/configs/CIFAR10_10_13.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 10 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:1 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.08333333333333333 + ratio_list: + - 0.08333333333333333 + seed: 42 + snr: 13.0 + snr_list: + - 13.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + 41QCAAAAAAA= diff --git a/out/configs/CIFAR10_10_19.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_10_19.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..70486c0 --- /dev/null +++ b/out/configs/CIFAR10_10_19.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 10 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:1 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.08333333333333333 + ratio_list: + - 0.08333333333333333 + seed: 42 + snr: 19.0 + snr_list: + - 19.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + 41QCAAAAAAA= diff --git a/out/configs/CIFAR10_10_4.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_10_4.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..b45771e --- /dev/null +++ b/out/configs/CIFAR10_10_4.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 10 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:1 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.08333333333333333 + ratio_list: + - 0.08333333333333333 + seed: 42 + snr: 4.0 + snr_list: + - 4.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + 41QCAAAAAAA= diff --git a/out/configs/CIFAR10_10_7.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_10_7.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..a5d5399 --- /dev/null +++ b/out/configs/CIFAR10_10_7.0_0.08_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 10 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:1 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.08333333333333333 + ratio_list: + - 0.08333333333333333 + seed: 42 + snr: 7.0 + snr_list: + - 7.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + 41QCAAAAAAA= diff --git a/out/configs/CIFAR10_20_1.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_20_1.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..faace7d --- /dev/null +++ b/out/configs/CIFAR10_20_1.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 20 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:0 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.16666666666666666 + ratio_list: + - 0.16666666666666666 + seed: 42 + snr: 1.0 + snr_list: + - 1.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + bZMCAAAAAAA= diff --git a/out/configs/CIFAR10_20_13.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_20_13.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..1748662 --- /dev/null +++ b/out/configs/CIFAR10_20_13.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 20 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:0 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.16666666666666666 + ratio_list: + - 0.16666666666666666 + seed: 42 + snr: 13.0 + snr_list: + - 13.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + bZMCAAAAAAA= diff --git a/out/configs/CIFAR10_20_19.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_20_19.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..dd36aad --- /dev/null +++ b/out/configs/CIFAR10_20_19.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 20 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:0 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.16666666666666666 + ratio_list: + - 0.16666666666666666 + seed: 42 + snr: 19.0 + snr_list: + - 19.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + bZMCAAAAAAA= diff --git a/out/configs/CIFAR10_20_4.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_20_4.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..6cbbaf4 --- /dev/null +++ b/out/configs/CIFAR10_20_4.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 20 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:0 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.16666666666666666 + ratio_list: + - 0.16666666666666666 + seed: 42 + snr: 4.0 + snr_list: + - 4.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + bZMCAAAAAAA= diff --git a/out/configs/CIFAR10_20_7.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml b/out/configs/CIFAR10_20_7.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml new file mode 100644 index 0000000..271dd27 --- /dev/null +++ b/out/configs/CIFAR10_20_7.0_0.17_AWGN_02h08m39s_on_Jun_04_2024.yaml @@ -0,0 +1,46 @@ +dataset_name: cifar10 +inner_channel: 20 +params: + ReduceLROnPlateau: false + batch_size: 64 + channel: AWGN + dataset: cifar10 + device: cuda:0 + disable_tqdm: false + epochs: 1000 + gamma: 0.1 + if_scheduler: true + init_lr: 0.001 + lr_reduce_factor: 0.5 + lr_schedule_patience: 15 + max_time: 12 + min_lr: 1.0e-05 + num_workers: 4 + out_dir: ./out + parallel: false + ratio: 0.16666666666666666 + ratio_list: + - 0.16666666666666666 + seed: 42 + snr: 7.0 + snr_list: + - 7.0 + step_size: 640 + weight_decay: 0.0005 +total_parameters: !!python/object/apply:numpy.core.multiarray.scalar +- !!python/object/apply:numpy.dtype + args: + - i8 + - false + - true + state: !!python/tuple + - 3 + - < + - null + - null + - null + - -1 + - -1 + - 0 +- !!binary | + bZMCAAAAAAA= diff --git a/out/eval/CIFAR10_10_1.0_0.08_AWGN_02h08m39s_on_Jun_04_2024/events.out.tfevents.1717470243.wz b/out/eval/CIFAR10_10_1.0_0.08_AWGN_02h08m39s_on_Jun_04_2024/events.out.tfevents.1717470243.wz new file mode 100644 index 0000000..c80291d Binary files /dev/null and b/out/eval/CIFAR10_10_1.0_0.08_AWGN_02h08m39s_on_Jun_04_2024/events.out.tfevents.1717470243.wz differ 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index c6fd0fd..0000000 Binary files a/saved/imagenet_100_0.33_100.00_32_19.pth and /dev/null differ diff --git a/train.py b/train.py index 3437d2a..499e5c8 100644 --- a/train.py +++ b/train.py @@ -14,60 +14,301 @@ import torch.optim as optim from tqdm import tqdm from model import DeepJSCC, ratio2filtersize from torch.nn.parallel import DataParallel -from utils import image_normalization +from utils import image_normalization, set_seed, save_model, view_model_param from fractions import Fraction from dataset import Vanilla import numpy as np +import time +from tensorboardX import SummaryWriter +import glob -def set_seed(seed): - np.random.seed(seed) - torch.manual_seed(seed) - torch.cuda.manual_seed(seed) - torch.cuda.manual_seed_all(seed) - torch.backends.cudnn.deterministic = True - torch.backends.cudnn.benchmark = False +def train_epoch(model, optimizer, param, data_loader): + model.train() + epoch_loss = 0 + + for iter, (images, _) in enumerate(data_loader): + images = images.cuda() if param['parallel'] and torch.cuda.device_count( + ) > 1 else images.to(param['device']) + optimizer.zero_grad() + outputs = model.forward(images) + outputs = image_normalization('denormalization')(outputs) + images = image_normalization('denormalization')(images) + loss = model.loss(images, outputs) if not param['parallel'] else model.module.loss( + images, outputs) + loss.backward() + optimizer.step() + epoch_loss += loss.detach().item() + epoch_loss /= (iter + 1) + + return epoch_loss, optimizer -def config_parser(): +def evaluate_epoch(model, param, data_loader): + model.eval() + epoch_loss = 0 + + with torch.no_grad(): + for iter, (images, _) in enumerate(data_loader): + images = images.cuda() if param['parallel'] and torch.cuda.device_count( + ) > 1 else images.to(param['device']) + outputs = model.forward(images) + outputs = image_normalization('denormalization')(outputs) + images = image_normalization('denormalization')(images) + loss = model.loss(images, outputs) if not param['parallel'] else model.module.loss( + images, outputs) + epoch_loss += loss.detach().item() + epoch_loss /= (iter + 1) + + return epoch_loss + + +def config_parser_pipeline(): import argparse parser = argparse.ArgumentParser() - parser.add_argument('--seed', default=2048, type=int, help='Random seed') - parser.add_argument('--lr', default=1e-3, type=float, help='learning rate') - parser.add_argument('--epochs', default=256, type=int, help='number of epochs') - parser.add_argument('--batch_size', default=256, type=int, help='batch size') - parser.add_argument('--weight_decay', default=5e-4, type=float, help='weight decay') - parser.add_argument('--channel', default='AWGN', type=str, - choices=['AWGN', 'Rayleigh'], help='channel type') - parser.add_argument('--saved', default='./saved', type=str, help='saved_path') - parser.add_argument('--snr_list', default=['19', '13', - '7', '4', '1'], nargs='+', help='snr_list') - parser.add_argument('--ratio_list', default=['1/3', - '1/6', '1/12'], nargs='+', help='ratio_list') - parser.add_argument('--num_workers', default=0, type=int, help='num_workers') parser.add_argument('--dataset', default='cifar10', type=str, choices=['cifar10', 'imagenet'], help='dataset') - parser.add_argument('--parallel', default=False, type=bool, help='parallel') - parser.add_argument('--if_scheduler', default=False, type=bool, help='if_scheduler') - parser.add_argument('--step_size', default=640, type=int, help='scheduler') + parser.add_argument('--out', default='./out', type=str, help='out_path') + parser.add_argument('--disable_tqdm', default=False, type=bool, help='disable_tqdm') parser.add_argument('--device', default='cuda:0', type=str, help='device') - parser.add_argument('--gamma', default=0.5, type=float, help='gamma') - parser.add_argument('--disable_tqdm', default=True, type=bool, help='disable_tqdm') + parser.add_argument('--parallel', default=False, type=bool, help='parallel') + parser.add_argument('--snr_list', default=['19', '13', + '7', '4', '1'], nargs='+', help='snr_list') + parser.add_argument('--ratio_list', default=['1/6', '1/12'], nargs='+', help='ratio_list') + parser.add_argument('--channel', default='AWGN', type=str, + choices=['AWGN', 'Rayleigh'], help='channel') + return parser.parse_args() -def main(): - args = config_parser() +def main_pipeline(): + args = config_parser_pipeline() + + print("Training Start") + dataset_name = args.dataset + out_dir = args.out args.snr_list = list(map(float, args.snr_list)) args.ratio_list = list(map(lambda x: float(Fraction(x)), args.ratio_list)) - set_seed(args.seed) - print("Training Start") - for ratio in args.ratio_list: - for snr in args.snr_list: - train(args, ratio, snr) + params = {} + params['disable_tqdm'] = args.disable_tqdm + params['dataset'] = dataset_name + params['out_dir'] = out_dir + params['device'] = args.device + params['snr_list'] = args.snr_list + params['ratio_list'] = args.ratio_list + params['channel'] = args.channel + if dataset_name == 'cifar10': + params['batch_size'] = 64 # 1024 + params['num_workers'] = 4 + params['epochs'] = 1000 + params['init_lr'] = 1e-3 # 1e-2 + params['weight_decay'] = 5e-4 + params['parallel'] = False + params['if_scheduler'] = True + params['step_size'] = 640 + params['gamma'] = 0.1 + params['seed'] = 42 + params['ReduceLROnPlateau'] = False + params['lr_reduce_factor'] = 0.5 + params['lr_schedule_patience'] = 15 + params['max_time'] = 12 + params['min_lr'] = 1e-5 + elif dataset_name == 'imagenet': + params['batch_size'] = 32 + params['num_workers'] = 4 + params['epochs'] = 300 + params['init_lr'] = 1e-4 + params['weight_decay'] = 5e-4 + params['parallel'] = True + params['if_scheduler'] = True + params['gamma'] = 0.1 + params['seed'] = 42 + params['ReduceLROnPlateau'] = True + params['lr_reduce_factor'] = 0.5 + params['lr_schedule_patience'] = 15 + params['max_time'] = 12 + params['min_lr'] = 1e-5 + else: + raise Exception('Unknown dataset') + + set_seed(params['seed']) + + for ratio in params['ratio_list']: + for snr in params['snr_list']: + params['ratio'] = ratio + params['snr'] = snr + + train_pipeline(params) -def train(args: config_parser(), ratio: float, snr: float): +# add train_pipeline to with only dataset_name args +def train_pipeline(params): + + dataset_name = params['dataset'] + # load data + if dataset_name == 'cifar10': + transform = transforms.Compose([transforms.ToTensor(), ]) + train_dataset = datasets.CIFAR10(root='../dataset/', train=True, + download=True, transform=transform) + + train_loader = DataLoader(train_dataset, shuffle=True, + batch_size=params['batch_size'], num_workers=params['num_workers']) + test_dataset = datasets.CIFAR10(root='../dataset/', train=False, + download=True, transform=transform) + test_loader = DataLoader(test_dataset, shuffle=True, + batch_size=params['batch_size'], num_workers=params['num_workers']) + + elif dataset_name == 'imagenet': + transform = transforms.Compose( + [transforms.ToTensor(), transforms.Resize((128, 128))]) # the size of paper is 128 + print("loading data of imagenet") + train_dataset = datasets.ImageFolder(root='../dataset/ImageNet/train', transform=transform) + + train_loader = DataLoader(train_dataset, shuffle=True, + batch_size=params['batch_size'], num_workers=params['num_workers']) + test_dataset = Vanilla(root='../dataset/ImageNet/val', transform=transform) + test_loader = DataLoader(test_dataset, shuffle=True, + batch_size=params['batch_size'], num_workers=params['num_workers']) + else: + raise Exception('Unknown dataset') + + # create model + image_fisrt = train_dataset.__getitem__(0)[0] + c = ratio2filtersize(image_fisrt, params['ratio']) + print("The snr is {}, the inner channel is {}, the ratio is {:.2f}".format( + params['snr'], c, params['ratio'])) + model = DeepJSCC(c=c, channel_type=params['channel'], snr=params['snr']) + + # init exp dir + out_dir = params['out_dir'] + phaser = dataset_name.upper() + '_' + str(c) + '_' + str(params['snr']) + '_' + \ + "{:.2f}".format(params['ratio']) + '_' + str(params['channel']) + \ + '_' + time.strftime('%Hh%Mm%Ss_on_%b_%d_%Y') + root_log_dir = out_dir + '/' + 'logs/' + phaser + root_ckpt_dir = out_dir + '/' + 'checkpoints/' + phaser + root_config_dir = out_dir + '/' + 'configs/' + phaser + writer = SummaryWriter(log_dir=root_log_dir) + + # model init + device = torch.device(params['device'] if torch.cuda.is_available() else 'cpu') + if params['parallel'] and torch.cuda.device_count() > 1: + model = DataParallel(model, device_ids=list(range(torch.cuda.device_count()))) + model = model.cuda() + else: + model = model.to(device) + + # opt + optimizer = optim.Adam( + model.parameters(), lr=params['init_lr'], weight_decay=params['weight_decay']) + if params['if_scheduler'] and not params['ReduceLROnPlateau']: + scheduler = optim.lr_scheduler.StepLR( + optimizer, step_size=params['step_size'], gamma=params['gamma']) + elif params['ReduceLROnPlateau']: + scheduler = optim.lr_scheduler.ReduceLROnPlateau(optimizer, mode='min', + factor=params['lr_reduce_factor'], + patience=params['lr_schedule_patience'], + verbose=False) + else: + print("No scheduler") + scheduler = None + + writer.add_text('config', str(params)) + t0 = time.time() + epoch_train_losses, epoch_val_losses = [], [] + per_epoch_time = [] + + # train + # At any point you can hit Ctrl + C to break out of training early. + try: + with tqdm(range(params['epochs']), disable=params['disable_tqdm']) as t: + for epoch in t: + + t.set_description('Epoch %d' % epoch) + + start = time.time() + + epoch_train_loss, optimizer = train_epoch( + model, optimizer, params, train_loader) + + epoch_val_loss = evaluate_epoch(model, params, test_loader) + + epoch_train_losses.append(epoch_train_loss) + epoch_val_losses.append(epoch_val_loss) + + writer.add_scalar('train/_loss', epoch_train_loss, epoch) + writer.add_scalar('val/_loss', epoch_val_loss, epoch) + writer.add_scalar('learning_rate', optimizer.param_groups[0]['lr'], epoch) + + t.set_postfix(time=time.time() - start, lr=optimizer.param_groups[0]['lr'], + train_loss=epoch_train_loss, val_loss=epoch_val_loss) + + per_epoch_time.append(time.time() - start) + + # Saving checkpoint + + if not os.path.exists(root_ckpt_dir): + os.makedirs(root_ckpt_dir) + torch.save(model.state_dict(), '{}.pkl'.format( + root_ckpt_dir + "/epoch_" + str(epoch))) + + files = glob.glob(root_ckpt_dir + '/*.pkl') + for file in files: + epoch_nb = file.split('_')[-1] + epoch_nb = int(epoch_nb.split('.')[0]) + if epoch_nb < epoch - 1: + os.remove(file) + + if params['ReduceLROnPlateau'] and scheduler is not None: + scheduler.step(epoch_val_loss) + elif params['if_scheduler'] and not params['ReduceLROnPlateau']: + scheduler.step() # use only information from the validation loss + + if optimizer.param_groups[0]['lr'] < params['min_lr']: + print("\n!! LR EQUAL TO MIN LR SET.") + break + + # Stop training after params['max_time'] hours + if time.time() - t0 > params['max_time'] * 3600: + print('-' * 89) + print("Max_time for training elapsed {:.2f} hours, so stopping".format( + params['max_time'])) + break + + except KeyboardInterrupt: + print('-' * 89) + print('Exiting from training early because of KeyboardInterrupt') + + test_loss = evaluate_epoch(model, params, test_loader) + train_loss = evaluate_epoch(model, params, train_loader) + print("Test Accuracy: {:.4f}".format(test_loss)) + print("Train Accuracy: {:.4f}".format(train_loss)) + print("Convergence Time (Epochs): {:.4f}".format(epoch)) + print("TOTAL TIME TAKEN: {:.4f}s".format(time.time() - t0)) + print("AVG TIME PER EPOCH: {:.4f}s".format(np.mean(per_epoch_time))) + + """ + Write the results in out_dir/results folder + """ + + writer.add_text(tag='result', text_string="""Dataset: {}\nparams={}\n\nTotal Parameters: {}\n\n + FINAL RESULTS\nTEST Loss: {:.4f}\nTRAIN Loss: {:.4f}\n\n + Convergence Time (Epochs): {:.4f}\nTotal Time Taken: {:.4f} hrs\nAverage Time Per Epoch: {:.4f} s\n\n\n""" + .format(dataset_name, params, view_model_param(model), np.mean(np.array(train_loss)), + np.mean(np.array(test_loss)), epoch, (time.time() - t0) / 3600, np.mean(per_epoch_time))) + writer.close() + if not os.path.exists(os.path.dirname(root_config_dir)): + os.makedirs(os.path.dirname(root_config_dir)) + with open(root_config_dir + '.yaml', 'w') as f: + dict_yaml = {'dataset_name': dataset_name, 'params': params, + 'inner_channel': c, 'total_parameters': view_model_param(model)} + import yaml + yaml.dump(dict_yaml, f) + + del model, optimizer, scheduler, train_loader, test_loader + del writer + + +def train(args, ratio: float, snr: float): # deprecated device = torch.device(args.device if torch.cuda.is_available() else 'cpu') # load data @@ -141,23 +382,49 @@ def train(args: config_parser(), ratio: float, snr: float): model.train() # epoch_loop.set_postfix(loss=run_loss/len(train_loader), test_mse=test_mse/len(test_loader)) print("epoch: {}, loss: {:.4f}, test_mse: {:.4f}, lr:{}".format( - epoch, run_loss/len(train_loader), test_mse/len(test_loader), optimizer.param_groups[0]['lr'])) - save_model(model, args.saved, args.saved + - '/{}_{}_{:.2f}_{:.2f}_{}_{}.pth'.format(args.dataset, args.epochs, ratio, snr, args.batch_size, c)) + epoch, run_loss / len(train_loader), test_mse / len(test_loader), optimizer.param_groups[0]['lr'])) + save_model(model, args.saved, args.saved + '/{}_{}_{:.2f}_{:.2f}_{}_{}.pth' + .format(args.dataset, args.epochs, ratio, snr, args.batch_size, c)) -def save_model(model, dir, path): - os.makedirs(dir, exist_ok=True) - flag = 1 - while True: - if os.path.exists(path): - path = path+'_'+str(flag) - flag += 1 - else: - break - torch.save(model.state_dict(), path) - print("Model saved in {}".format(path)) +def config_parser(): # deprecated + import argparse + parser = argparse.ArgumentParser() + parser.add_argument('--seed', default=2048, type=int, help='Random seed') + parser.add_argument('--lr', default=1e-3, type=float, help='learning rate') + parser.add_argument('--epochs', default=256, type=int, help='number of epochs') + parser.add_argument('--batch_size', default=256, type=int, help='batch size') + parser.add_argument('--weight_decay', default=5e-4, type=float, help='weight decay') + parser.add_argument('--channel', default='AWGN', type=str, + choices=['AWGN', 'Rayleigh'], help='channel type') + parser.add_argument('--saved', default='./saved', type=str, help='saved_path') + parser.add_argument('--snr_list', default=['19', '13', + '7', '4', '1'], nargs='+', help='snr_list') + parser.add_argument('--ratio_list', default=['1/3', + '1/6', '1/12'], nargs='+', help='ratio_list') + parser.add_argument('--num_workers', default=0, type=int, help='num_workers') + parser.add_argument('--dataset', default='cifar10', type=str, + choices=['cifar10', 'imagenet'], help='dataset') + parser.add_argument('--parallel', default=False, type=bool, help='parallel') + parser.add_argument('--if_scheduler', default=False, type=bool, help='if_scheduler') + parser.add_argument('--step_size', default=640, type=int, help='scheduler') + parser.add_argument('--device', default='cuda:0', type=str, help='device') + parser.add_argument('--gamma', default=0.5, type=float, help='gamma') + parser.add_argument('--disable_tqdm', default=True, type=bool, help='disable_tqdm') + return parser.parse_args() + + +def main(): # deprecated + args = config_parser() + args.snr_list = list(map(float, args.snr_list)) + args.ratio_list = list(map(lambda x: float(Fraction(x)), args.ratio_list)) + set_seed(args.seed) + print("Training Start") + for ratio in args.ratio_list: + for snr in args.snr_list: + train(args, ratio, snr) if __name__ == '__main__': - main() + main_pipeline() + # main() diff --git a/utils.py b/utils.py index efd29f8..3712bff 100644 --- a/utils.py +++ b/utils.py @@ -1,6 +1,7 @@ import torch -import torch.nn as nn import torch.nn.functional as F +import os +import numpy as np def image_normalization(norm_type): @@ -14,9 +15,41 @@ def image_normalization(norm_type): return _inner -def get_psnr(image, gt, max=255): +def get_psnr(image, gt, max_val=255, mse=None): + if mse is None: + mse = F.mse_loss(image, gt) + mse = torch.tensor(mse) if not isinstance(mse, torch.Tensor) else mse - mse = F.mse_loss(image, gt) - - psnr = 10 * torch.log10(max**2 / mse) + psnr = 10 * torch.log10(max_val**2 / mse) return psnr + + +def save_model(model, dir, path): + os.makedirs(dir, exist_ok=True) + flag = 1 + while True: + if os.path.exists(path): + path = path + '_' + str(flag) + flag += 1 + else: + break + torch.save(model.state_dict(), path) + print("Model saved in {}".format(path)) + + +def set_seed(seed): + np.random.seed(seed) + torch.manual_seed(seed) + torch.cuda.manual_seed(seed) + torch.cuda.manual_seed_all(seed) + torch.backends.cudnn.deterministic = True + torch.backends.cudnn.benchmark = False + + +def view_model_param(model): + total_param = 0 + + for param in model.parameters(): + # print(param.data.size()) + total_param += np.prod(list(param.data.size())) + return total_param diff --git a/visualization/plot_visualization.ipynb b/visualization/plot_visualization.ipynb new file mode 100644 index 0000000..7ec4b13 --- /dev/null +++ b/visualization/plot_visualization.ipynb @@ -0,0 +1,203 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import torch\n", + "import torch.nn as nn\n", + "from PIL import Image\n", + "from torchvision import transforms\n", + "import os\n", + "import sys\n", + "os.chdir('../')\n", + "sys.path.append('./')\n", + "os.getcwd()\n", + "from utils import get_psnr, image_normalization\n", + "from model import DeepJSCC\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib\n", + "from tensorboard.backend.event_processing import event_accumulator, event_multiplexer\n", + "import pandas as pd" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### For SNR" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "log_dir = './out/eval/'\n", + "ea = event_multiplexer.EventMultiplexer().AddRunsFromDirectory(log_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_snr(dataset_name, ratio, ea, channel, alpha = 1):\n", + " \n", + " ratio_float = \"{:.2f}\".format(eval(ratio))\n", + " log_dir = './out/eval/'\n", + " tag = 'psnr'\n", + " ea = event_multiplexer.EventMultiplexer().AddRunsFromDirectory(log_dir)\n", + " ea.Reload()\n", + " markers = ['o', 's', 'D', '|', '*', '1']\n", + " index = 0\n", + " plt.figure(figsize=(7.5,6))\n", + " for run in sorted(ea.Runs().keys(), key=lambda x: float(x.split('_')[2])):\n", + " if (dataset_name or dataset_name.upper() in run.split('_')) and (ratio_float in run.split('_')) and (channel in run.split('_') or channel.upper() in run.split('_')):\n", + " snr = int(float((run.split('_')[2])))\n", + " sc = ea.Scalars(run, tag)\n", + " df = pd.Series(data=[s.value for s in sc], index=[s.step for s in sc])\n", + " smooth = df.ewm(alpha= alpha).mean()\n", + "\n", + " plt.plot([s for s in smooth.index], [s for s in smooth.values], label=r'Deep JSCC(${\\text{SNR}_{\\text{train}}}$)'+'={}dB'.format(snr),linewidth=1.8,\n", + " marker = markers[index], markerfacecolor = 'None', markersize = 10 if markers[index]=='|' else 6, markeredgewidth = 2.1, markevery = 4)\n", + " \n", + " # plt.plot([s for s in smooth.index][::15], [s for s in smooth.values][::15], linestyle = 'None',\n", + " # marker = markers[index], color = line[0].get_color(), markerfacecolor = 'None', markersize=8, markeredgewidth = 1.5)\n", + " index += 1\n", + " \n", + " \n", + " \n", + " plt.legend(prop={'size': 13})\n", + " \n", + "\n", + " plt.xlabel(r'$\\text{SNR}_\\text{test} (dB)$',fontsize = 14) \n", + " plt.ylabel('PSNR (dB)',fontsize = 14)\n", + " plt.title('PSNR in {}, ratio = {}, on {} channel type'.format(dataset_name.upper(), ratio, channel),fontsize = 14)\n", + " # plt.title('Test Accuracy in ' + dataset_name.upper())\n", + " plt.xlim(-1, 26)\n", + " plt.xticks(fontsize = 14)\n", + " plt.yticks(fontsize = 14)\n", + " plt.grid()\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dataset_name = 'cifar10'\n", + "ratio ='1 / 12'\n", + "channel = 'AWGN'\n", + "plot_snr(dataset_name, ratio, ea, channel)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dataset_name = 'cifar10'\n", + "ratio ='1 / 6'\n", + "channel = 'AWGN'\n", + "plot_snr(dataset_name, ratio, ea, channel)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dataset_name = 'cifar10'\n", + "ratio ='1 / 6'\n", + "channel = 'Rayleigh'\n", + "plot_snr(dataset_name, ratio, ea, channel, alpha = 0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dataset_name = 'cifar10'\n", + "ratio ='1 / 3'\n", + "channel = 'Rayleigh'\n", + "plot_snr(dataset_name, ratio, ea, channel)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "gpu_torch", + "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": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/visualization/single_visualization.ipynb b/visualization/single_visualization.ipynb new file mode 100644 index 0000000..95c1364 --- /dev/null +++ b/visualization/single_visualization.ipynb @@ -0,0 +1,186 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "0e3b3e8d", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "import torch\n", + "import torch.nn as nn\n", + "from PIL import Image\n", + "from torchvision import transforms\n", + "import os\n", + "import sys\n", + "os.chdir('../')\n", + "sys.path.append('./')\n", + "os.getcwd()\n", + "from model import DeepJSCC\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib\n", + "from utils import get_psnr, image_normalization" + ] + }, + { + "cell_type": "markdown", + "id": "50a08908", + "metadata": {}, + "source": [ + "### Eval para" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "22cf9839", + "metadata": {}, + "outputs": [], + "source": [ + "channel = 'AWGN'\n", + "saved = '/home/chun/Deep-JSCC-PyTorch/out/checkpoints/CIFAR10_20_19.0_0.17_AWGN_13h21m38s_on_Jun_02_2024/epoch_999.pkl'\n", + "\n", + "snr = 2000\n", + "test_image_dir = './demo/kodim08.png'\n", + "times = 10" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "fc151bcc", + "metadata": {}, + "outputs": [], + "source": [ + "transform = transforms.Compose([transforms.ToTensor()])\n", + "test_image = Image.open(test_image_dir)\n", + "test_image.load()\n", + "test_image = transform(test_image)" + ] + }, + { + "cell_type": "markdown", + "id": "400715cf", + "metadata": {}, + "source": [ + "### Trans from nn.DataParallel to nn.Module" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a1816bf8", + "metadata": {}, + "outputs": [], + "source": [ + "state_dict = torch.load(saved)\n", + "from collections import OrderedDict\n", + "new_state_dict = OrderedDict()\n", + "for k, v in state_dict.items():\n", + " name = k.replace('module.','') # remove `module.`\n", + " new_state_dict[name] = v\n", + "# model.load_state_dict(torch.load(saved))\n" + ] + }, + { + "cell_type": "markdown", + "id": "5f84f10c", + "metadata": {}, + "source": [ + "### Load model from checkpoint" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1e728cd4", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "\n", + "file_name = os.path.basename(os.path.dirname(saved))\n", + "c = file_name.split('_')[1]\n", + "c = int(c)\n", + "model = DeepJSCC(c=c, channel_type=channel, snr=snr)\n", + "\n", + "\n", + "device = torch.device('cuda:0' if torch.cuda.is_available() else 'cpu')\n", + "model.load_state_dict(new_state_dict)\n", + "model.change_channel(channel, snr)" + ] + }, + { + "cell_type": "markdown", + "id": "85c477d5", + "metadata": {}, + "source": [ + "### Eval for times" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "58070d1a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "average psnr is 11.502424621582032 for 10 times on kodim08.png\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "psnr_all = 0.0\n", + "with torch.no_grad():\n", + "\n", + " for i in range(times):\n", + " demo_image = model(test_image)\n", + " demo_image = image_normalization('denormalization')(demo_image)\n", + " gt = image_normalization('denormalization')(test_image)\n", + " psnr_all += get_psnr(demo_image, gt)\n", + " demo_image = image_normalization('normalization')(demo_image)\n", + " demo_image = torch.cat([test_image, demo_image], dim=1)\n", + " demo_image = demo_image.numpy()\n", + "plt.imshow(demo_image.transpose(1, 2, 0))\n", + "plt.axis('off')\n", + "print(\"average psnr is {} for {} times on {}\".format( psnr_all.item() / times, times, os.path.basename(test_image_dir)))\n", + "\n" + ] + } + ], + "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": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}