diff --git a/20260116_053534_example_CIGS_256x256_multilevel_20_trials_pnp/photocurrent_mapping copy.py b/20260116_053534_example_CIGS_256x256_multilevel_20_trials_pnp/photocurrent_mapping copy.py new file mode 100644 index 0000000000000000000000000000000000000000..246488cf24763bd82a1940cb875f7914d733546e --- /dev/null +++ b/20260116_053534_example_CIGS_256x256_multilevel_20_trials_pnp/photocurrent_mapping copy.py @@ -0,0 +1,871 @@ +# %% [markdown] +# # Plug-and-play ADMM for Photocurrent Mapping image reconstruction +# +# This notebook demonstrates Plug-and-Play (PnP) ADMM image reconstruction for +# Photocurrent Mapping (PCM) data. +# +# Starting from a high-resolution current map of a CIGS solar cell, subsampled +# PCM measurements are simulated using the `PhotocurrentMapOp` operator. Several +# reconstruction methods are then compared: +# +# - Zero-filled pseudo-inverse reconstruction. +# - Two compressed sensing baselines with a wavelet sparsity prior: +# FISTA with an $\ell_1$ penalty and SPGL1. +# - PnP-ADMM with a pre-trained DRUNet denoiser as prior. +# +# The goal is not to optimise performance, but to illustrate how +# classical sparse reconstruction methods and PnP can be combined with the LION +# operators for PCM. + + +# %% [markdown] +# ## Setup + +# %% [markdown] +# ### Device configuration +# +# Set the default device to a GPU if available. If multiple GPUs are present, +# the desired GPU index can be specified here. + +# %% +from __future__ import annotations +import torch + +device = torch.device("mps" if torch.backends.mps.is_available() else "cuda:0" if torch.cuda.is_available() else "cpu") +torch.set_default_device(device) + +# %% [markdown] +# ### Imports +# +# Import the required libraries, including LION operators and reconstruction algorithms for PCM. + +# %% +from datetime import datetime +from pathlib import Path +from typing import Callable, Iterable + +import deepinv +import matplotlib +import matplotlib.pyplot as plt +from matplotlib.colors import ListedColormap +import numpy as np +from jaxtyping import Float +from torchmetrics.image import PeakSignalNoiseRatio, StructuralSimilarityIndexMeasure +from functools import partial +from tqdm import tqdm as std_tqdm + +from LION.classical_algorithms.fista import fista_l1 +from LION.classical_algorithms.spgl1_torch import spgl1_torch +from LION.operators.Wavelet2D import Wavelet2D +from LION.operators.CompositeOp import CompositeOp +from LION.operators.DebiasOp import debias_ls + +# LION imports +from LION.operators.PhotocurrentMapOp import PhotocurrentMapOp +from LION.operators.uniform_random_sample import uniform_random_sample +from LION.operators.multilevel_sample import multilevel_sample +from LION.reconstructors.PnP import PnP + +# from LION.utils.scale import choose_measurement_scale_factor + +from plot_helper import PlotHelper + + +# Use tqdm with dynamic column width that adapts to the terminal width +tqdm = partial(std_tqdm, dynamic_ncols=True) +tqdm_no_leave = partial(std_tqdm, dynamic_ncols=True, leave=False) + +GrayscaleImage2D = Float[torch.Tensor, "height width"] +Measurement1D = Float[torch.Tensor, "num_measurements"] + +# %% [markdown] +# ### Define the data file paths +# +# The example uses a single $256 \times 256$ current map of a CIGS solar cell +# stored as a NumPy array. This image will serve as the ground truth in the +# experiments. + +# %% +data_dir = Path("data/photocurrent_data") +# data_dir = Path("your/path/to/photocurrent_data") + +assert data_dir.exists(), f"Data directory {data_dir} does not exist." + +# These images are provided with pixels in range [0, 1] +data_name, zoom, loc, loc1, loc2, roi = "CIGS_256x256", 2.5, "center left", 3, 4, (110, 210, 40, 40) # (x, y, w, h) with y increasing downwards +# data_name, zoom, loc, loc1, loc2, roi = "silicon_256x256", 2.5, "lower right", 2, 1, (194, 1, 60, 60) # (x, y, w, h) with y increasing downwards +# data_name, zoom, loc, loc1, loc2, roi = "silicon_512x512", 3, "lower right", 2, 1, (400, 5, 100, 100) # (x, y, w, h) with y increasing downwards +# data_name, zoom, loc, loc1, loc2, roi = "organic_256x256", 2.5, "lower left", 2, 1, (70, 5, 50, 50) # (x, y, w, h) with y increasing downwards +# data_name, zoom, loc, loc1, loc2, roi = "perovskite_256x256", 2.5, "upper left", 3, 4, (90, 190, 50, 50) # (x, y, w, h) with y increasing downwards +data_name = "example_" + data_name # prefix with "example_" +is_out_of_distribution = False +clim = (0.0, 1.0) +inverses_sign = False +# R_high, R_low = 1.0, 0.0 # default for normalized images +is_out_of_distribution = False + +# # This sample was provided in image form at 512x512 resolution but the pixels are real measured current values +# data_name, zoom, loc, loc1, loc2, roi = "Si_256_512x512", 2.5, "lower left", 2, 1, (160, 60, 120, 120) +# clim = (0.0, 3e-5) +# inverses_sign = True +# R_high = 1e-4 +# R_low = -5e-6 +# factor = 1e5 # to scale up the photocurrent values for better numerical stability in SPGL1 + +# # This sample was provided in image form at 512x512 resolution but the pixels are real measured current values +# data_name, zoom, loc, loc1, loc2, roi = "Si_2_256_512x512", 2.5, "lower right", 2, 1, (322, 85, 100, 100) +# clim = (0.0, 1.5e-5) +# inverses_sign = True +# R_high = 2e-5 +# R_low = -2e-6 +# factor = 1e5 # to scale up the photocurrent values for better numerical stability in SPGL1 + +if "256x256" in data_name: + J_order = 8 # J=8 => 2^8=256 +elif "512x512" in data_name: + J_order = 9 # J=9 => 2^9=512 +else: + raise ValueError(f"Unknown data_name {data_name}, cannot determine order_size.") + +# # # This is the same data as Si_256_512x512 but provided as measurement data and only up to 256x256 resolution +# data_name, zoom, loc, loc1, loc2, roi = "Si_256_measurement_data", 2, "lower left", 2, 1, (80, 30, 60, 60) +# # data_name, zoom, loc, loc1, loc2, roi = "Si_256_hadamard_measurement_vector", 2, "lower left", 2, 1, (80, 30, 60, 60) +# # data_name, zoom, loc, loc1, loc2, roi = "Si_256_reconstructed_image", 2, "lower left", 2, 1, (80, 30, 60, 60) +# clim = (0.0, 1e-6) +# R_high = 1e-6 +# R_low = -1e-6 +# factor = 1e7 # to scale up the photocurrent values for better numerical stability in SPGL1 +# J_order = 8 # 2^8 x 2^8 = 256 x 256 + +# # # This is the same data as Si_2_256_512x512 but provided as measurement data and only up to 256x256 resolution +# data_name, zoom, loc, loc1, loc2, roi = "Si_2_256_measurement_data", 2, "lower left", 2, 1, (32, 42, 50, 50) +# # data_name, zoom, loc, loc1, loc2, roi = "Si_2_256_hadamard_measurement_vector", 2, "lower left", 2, 1, (32, 42, 50, 50) +# # data_name, zoom, loc, loc1, loc2, roi = "Si_2_256_reconstructed_image", 2, "lower left", 2, 1, (32, 42, 50, 50) +# clim = (0.0, 4e-7) +# R_high = 1e-6 +# R_low = -1e-6 +# factor = 1e7 # to scale up the photocurrent values for better numerical stability in SPGL1 +# J_order = 8 # 2^8 x 2^8 = 256 x 256 + +scale_eps = 1e-12 +# is_out_of_distribution = True +# inverses_sign = True + +tests_scale_ground_truth = False + +data_filename = f"{data_name}.npy" +print("Loading data file:", data_filename) +assert (data_dir / data_filename).exists(), f"Data {data_filename} not found in {data_dir}." + +# data_type = "original_measurement_data" +# data_type = "hadamard_measurement_vector" +data_type = "image" +print(f"The type of raw data is: {data_type}") + +noise_seed = 42 +noise_std = 0 # No noise +# noise_std = 0.05 # standard deviation of additive homoscedastic Gaussian white noise added to measurements + +num_trials = 20 + +runs_pnp_admm = True +# pnp_admm_iters = 1 +# pnp_admm_iters = 20 +pnp_admm_iters = 50 +# pnp_admm_iters = 100 +# pnp_admm_iters = 150 +# pnp_admm_eta = 0.00001 # Undersampling artifacts may remain if eta is too small +# pnp_admm_eta = 0.00005 # Could still work +# pnp_admm_eta = 0.0001 # Could still work +# pnp_admm_eta = 0.001 +# pnp_admm_eta = 0.005 +pnp_admm_eta = 0.01 # Generally good +# pnp_admm_eta = 0.02 +# pnp_admm_eta = 0.03 +# pnp_admm_eta = 0.04 +# pnp_admm_eta = 0.05 +# pnp_admm_eta = 0.1 +# pnp_admm_eta = 1 +# pnp_admm_eta = 10 +# pnp_admm_eta = 20 +# pnp_admm_eta = 50 +# pnp_admm_eta = 100 # Got nan for 100% sampling? +cg_iters = 20 +# cg_iters = 50 +cg_eps = 1e-20 # No real change compared to default, CG usually terminates quickly especially when measurements are small +# drunet_sigma = 0.01 # noise level for DRUNet denoiser +# drunet_sigma = 0.02 # noise level for DRUNet denoiser +drunet_sigma = 0.05 # noise level for DRUNet denoiser +# drunet_sigma = 0.1 # noise level for DRUNet denoiser + +runs_fista_l1 = False + +runs_spgl1 = False + +randomizing_scheme = "multilevel" +# randomizing_scheme = "uniform" + +cmap_max = 0.8 # take only the lower 0-80% of afmhot, reduce brightness +# cmap_max = 0.9 # take only the lower 0-90% of afmhot to avoid the white top +# cmap_max = 1.0 # take all of afmhot +adds_insets = True +# adds_insets = False +plot_helper = PlotHelper( + roi=roi, + zoom=zoom, + loc=loc, + show_rect=True, + cmap=ListedColormap(matplotlib.colormaps['afmhot'](np.linspace( + 0.0, + cmap_max, + 256, + ))), + clim=clim, + loc1=loc1, + loc2=loc2 +) + +# %% [markdown] +# Define a general function to run the photocurrent mapping reconstruction using a reconstruction method. +# +# The helper function `run_pcm_demo`: +# +# - Builds the PCM operator and simulates subsampled measurements. +# - Computes the zero-filled pseudo-inverse reconstruction. +# - Runs a chosen reconstruction method given by `recon_fn`. +# - Reports PSNR and SSIM for both reconstructions, displays and saves the images. + + +# %% mystnb={"code_prompt_show": "Show utility details"} tags=["hide-cell"] +def show_images_with_inset( + images: list[torch.Tensor], + fig_filepath: Path, + plot_helper: PlotHelper, + titles: list[str] | None = None, + suptitle: str | None = None, + adds_insets: bool = True, +) -> None: + """Plot images.""" + n_images = len(images) + fig, axes = plt.subplots(1, n_images, squeeze=False, figsize=(n_images * 4, 4)) + + for i in range(n_images): + img_np = images[i].squeeze().cpu().numpy() + ax: plt.Axes = axes[0][i] + if adds_insets: + plot_helper.add_zoom_inset(ax, img_np) + else: + ax.imshow(img_np, cmap=plot_helper.cmap, clim=plot_helper.clim) + ax.axis("off") + if titles: + ax.set_title(titles[i], fontsize=10) + if suptitle: + fig.subplots_adjust(bottom=0.18) + fig.text(0.5, 0.02, suptitle, ha="center", va="bottom", fontsize=16) + fig.savefig(fig_filepath, dpi=150) + plt.close(fig) + + +def make_csv(method_name: str, log_dir: Path | str) -> None: + log_dir = Path(log_dir) / method_name + log_dir.mkdir(parents=True, exist_ok=True) + csv_path = log_dir / "metrics.csv" + with csv_path.open("w") as f: + f.write( + "sampling_percentage, coarse_J, " + "mse_zero_filled, psnr_zero_filled, ssim_zero_filled, pearson_corr_zero_filled, " + "mse_recon, psnr_recon, ssim_recon, pearson_corr_recon\n" + ) + + +# %% +def run_pcm_demo( + recon_description: str, + recon_fn: Callable[[PhotocurrentMapOp, Measurement1D, GrayscaleImage2D], GrayscaleImage2D], + ground_truth_image: GrayscaleImage2D, + method_name: str, + image_name: str, + J: int, # image size will be 2^J x 2^J + sampling_ratio: float, + coarse_J: int, + measurement_vector: Measurement1D | None = None, + log_dir: Path | str = ".", + device: torch.device | str = "cuda:0", + seed: int = 0, +): + zero_filled_dir = Path(log_dir) / "zero_filled" + zero_filled_dir.mkdir(parents=True, exist_ok=True) + masks_dir = Path(log_dir) / "masks" + masks_dir.mkdir(parents=True, exist_ok=True) + + log_dir = Path(log_dir) / method_name + log_dir.mkdir(parents=True, exist_ok=True) + N = 1 << J + im_tensor = ground_truth_image.unsqueeze(0).unsqueeze(0) # (1,1,H,W) + + sampling_percentage = sampling_ratio * 100 + in_order_measurements_percentage = (1 << (2 * coarse_J)) / (N * N) * 100 + print() + print(f"Sampling rate: {sampling_percentage}%") + print(f"Coarse levels to keep: {coarse_J} ({in_order_measurements_percentage}%)") + + rng = np.random.default_rng(seed) + num_samples = int(sampling_ratio * N * N) + if randomizing_scheme == "multilevel": + sampled_indices = multilevel_sample( + J=J, num_samples=num_samples, coarse_J=coarse_J, alpha=1.0, rng=rng + ) + elif randomizing_scheme == "uniform": + sampled_indices = uniform_random_sample( + J=J, num_samples=num_samples, coarse_J=coarse_J, rng=rng + ) + else: + raise ValueError(f"Unknown sampling_scheme {randomizing_scheme}.") + pcm_op = PhotocurrentMapOp(J=J, sampled_indices=sampled_indices, device=device) + + if measurement_vector is not None: + print(f"Using provided measurement vector with shape {measurement_vector.shape}.") + y_subsampled_tensor_noiseless = measurement_vector[sampled_indices] + else: + y_subsampled_tensor_noiseless = pcm_op(im_tensor) + + y_subsampled_tensor = y_subsampled_tensor_noiseless # No noise + + # noise_rng = torch.Generator(device=device) + # noise_rng.manual_seed(noise_seed) + # homoscedastic_noise = y_subsampled_tensor_noiseless.normal_( + # mean=0.0, std=noise_std, generator=noise_rng + # ) + # noise = homoscedastic_noise + # noise = torch.zeros_like(y_subsampled_tensor_noiseless) + # assert torch.equal(noise, torch.zeros_like(noise)), "Noise is not zero!" + + # y_subsampled_tensor = y_subsampled_tensor_noiseless + noise + + zero_filled_recon_tensor = ( + pcm_op.pseudo_inv(y_subsampled_tensor).unsqueeze(0).unsqueeze(0) + ) + + recon_tensor = ( + recon_fn( + pcm_op=pcm_op, + pcm_measurement=y_subsampled_tensor, + initial_image=zero_filled_recon_tensor.squeeze(), + ) + .unsqueeze(0) + .unsqueeze(0) + ) + + data_range = (im_tensor.max() - im_tensor.min()).item() + psnr = PeakSignalNoiseRatio(data_range=data_range).to(device) + ssim = StructuralSimilarityIndexMeasure(data_range=data_range).to(device) + + psnr_zero_filled = psnr(zero_filled_recon_tensor, im_tensor) + psnr_recon = psnr(recon_tensor, im_tensor) + + ssim_zero_filled = ssim(zero_filled_recon_tensor, im_tensor) + ssim_recon = ssim(recon_tensor, im_tensor) + + mse_zero_filled = torch.mean((zero_filled_recon_tensor - im_tensor) ** 2).item() + mse_recon = torch.mean((recon_tensor - im_tensor) ** 2).item() + + pearson_corr_zero_filled = torch.corrcoef(torch.stack([zero_filled_recon_tensor.flatten(), im_tensor.flatten()]))[0,1].item() + pearson_corr_recon = torch.corrcoef(torch.stack([recon_tensor.flatten(), im_tensor.flatten()]))[0,1].item() + + csv_path = log_dir / "metrics.csv" + with csv_path.open("a") as f: + f.write( + f"{sampling_percentage}, {coarse_J}, " + f"{mse_zero_filled}, {psnr_zero_filled}, {ssim_zero_filled}, {pearson_corr_zero_filled}, " + f"{mse_recon}, {psnr_recon}, {ssim_recon}, {pearson_corr_recon}\n" + ) + + filename = f"{image_name}_{method_name}_sample_{sampling_percentage}_percent_coarse_J={coarse_J}_{randomizing_scheme}_random" + zero_filled_filename = f"{image_name}_sample_{sampling_percentage}_percent_coarse_J={coarse_J}_{randomizing_scheme}_random" + recons_dir = log_dir / "recons" + recons_dir.mkdir(parents=True, exist_ok=True) + np.save(zero_filled_dir / f"{zero_filled_filename}.npy", zero_filled_recon_tensor.squeeze().cpu().numpy()) + np.save(recons_dir / f"{filename}.npy", recon_tensor.squeeze().cpu().numpy()) + + mask_of_masks_np = np.zeros(N * N, dtype=bool) + mask_of_masks_np[sampled_indices] = True + np.save(masks_dir / f"sample_{sampling_percentage}_percent_coarse_J={coarse_J}_{randomizing_scheme}_random.npy", mask_of_masks_np.reshape(N, N)) + + images_dir = log_dir / "images" + images_dir.mkdir(parents=True, exist_ok=True) + + show_images_with_inset( + [im_tensor, zero_filled_recon_tensor, recon_tensor], + fig_filepath=images_dir / f"{filename}.png", + plot_helper=plot_helper, + titles=[ + "Original Image", + f"Inverse WHT (Zero-filled)\nPSNR: {psnr_zero_filled:.2f} dB, SSIM: {ssim_zero_filled:.4f}\nMSE: {mse_zero_filled:.3e}, Pearson Corr.: {pearson_corr_zero_filled:.4f}", + f"{recon_description}\nPSNR: {psnr_recon:.2f} dB, SSIM: {ssim_recon:.4f}\nMSE: {mse_recon:.3e}, Pearson Corr.: {pearson_corr_recon:.4f}", + ], + suptitle=( + f"PCM Reconstructions, J={J} ({N}x{N} image)\n" + + f"Sample {sampling_percentage:.2f}%, keep {coarse_J} coarse levels ({in_order_measurements_percentage}% here), the rest: {randomizing_scheme} random" + ), + adds_insets=adds_insets, + ) + +# %% +denoiser_DRUNet = deepinv.models.DRUNet( + pretrained="download", in_channels=1, out_channels=1, device=device +) + +def run_pnp_admm( + pcm_op: PhotocurrentMapOp, pcm_measurement: Measurement1D, initial_image: GrayscaleImage2D +) -> GrayscaleImage2D: + admm_iterations = pnp_admm_iters + admm_eta = pnp_admm_eta + cg_max_iter = cg_iters + _cg_eps = cg_eps + cg_rel_tol = 0.0 + + # print( + # f"Running PnP-ADMM reconstruction: {admm_iterations} iterations, cg_max_iter={cg_max_iter}..." + # ) + + if is_out_of_distribution: + a = max(R_high - R_low, scale_eps) + + # pcm_measurement = (pcm_measurement - R_low) / a if is_out_of_distribution else pcm_measurement + + def denoiser_fn(x: GrayscaleImage2D) -> GrayscaleImage2D: + with torch.no_grad(): + model_input = (x - R_low) / a if is_out_of_distribution else x + model_output = ( + denoiser_DRUNet(model_input.unsqueeze(0).unsqueeze(0), sigma=drunet_sigma) + .squeeze(0) + .squeeze(0) + ) + model_output = a * model_output + R_low if is_out_of_distribution else model_output + return model_output + + pnp = PnP(physics=pcm_op, prior_fn=denoiser_fn, default_algorithm="ADMM") + recon = pnp.admm_algorithm( + measurement=pcm_measurement, + eta=admm_eta, + max_iter=admm_iterations, + cg_max_iter=cg_max_iter, + cg_eps=_cg_eps, + cg_rel_tol=cg_rel_tol, + prog_bar=tqdm, + # cg_prog_bar=tqdm, + ) + # recon = pnp.forward_backward_splitting( + # sino=pcm_measurement, + # ) + + return recon + # return a * recon + R_low if is_out_of_distribution else recon + + + + +# %% +def run_fista_l1( + pcm_op: PhotocurrentMapOp, pcm_measurement: Measurement1D, initial_image: GrayscaleImage2D +) -> GrayscaleImage2D: + + lam = 10 # Good for Daubechies 4 wavelet transform + # max_iter = 300 + max_iter = 100 + tol = 1e-5 + + debias_max_iter = 10 + debias_support_tol = 1e-5 + debias_tol = 1e-7 + + height, width = pcm_op.domain_shape + # Wavelet transform Psi + wavelet = Wavelet2D((height, width), wavelet_name="db4", device=device) + # Composite operator A = Phi Psi^{-1} + A_op = CompositeOp(wavelet, pcm_op, device=device) + + # print("Running FISTA reconstruction: " f"{max_iter} iterations, lambda={lam}...") + w_hat = fista_l1( + op=A_op, + y=pcm_measurement, + lam=lam, + max_iter=max_iter, + tol=tol, + L=None, + verbose=False, + prog_bar=tqdm, + ) + + # Optional debiasing + # print(f"Running debiasing: {debias_max_iter} iterations...") + w_debias = debias_ls( + op=A_op, + y=pcm_measurement, + w=w_hat, + support_tol=debias_support_tol, + max_iter=debias_max_iter, + tol=debias_tol, + prog_bar=tqdm, + ) + + # Current map reconstruction + cs_result_tensor = wavelet.inverse(w_debias) + + return cs_result_tensor + + + +# %% +def run_spgl1( + pcm_op: PhotocurrentMapOp, pcm_measurement: Measurement1D, initial_image: GrayscaleImage2D +) -> GrayscaleImage2D: + + # max_iter = 1000 + # max_iter = 200 + max_iter = 100 + # opt_tol = 1e-4 + # bp_tol = 1e-6 + # opt_tol = 1e-5 + # bp_tol = 1e-7 + + debias_max_iter = 10 + # debias_max_iter = 100 + debias_support_tol = 1e-5 + # debias_support_tol = 1e-6 + # debias_support_tol = 1e-7 + debias_tol = 1e-7 + + height, width = pcm_op.domain_shape + # Wavelet transform Psi + wavelet = Wavelet2D((height, width), wavelet_name="db4", device=device) + # Composite operator A = Phi Psi^{-1} + A_op = CompositeOp(wavelet, pcm_op, device=device) + + # rhs_l2_norm = torch.linalg.norm(pcm_measurement).item() + # # relative_feasibility_tolerance = 1e-6 + # relative_feasibility_tolerance = 1e-9 + # absolute_feasibility_tolerance = relative_feasibility_tolerance * rhs_l2_norm + + pcm_measurement = pcm_measurement * factor # scale up + + # print("Running SPGL1 reconstruction: " f"{max_iter} iterations ...") + w_hat, _ = spgl1_torch( + op=A_op, + y=pcm_measurement, + iter_lim=max_iter, + # opt_tol=absolute_feasibility_tolerance, + # bp_tol=relative_feasibility_tolerance, + verbosity=0, + # opt_tol=opt_tol, + # bp_tol=bp_tol, + ) + # Optional debiasing + # print(f"Running debiasing: {debias_max_iter} iterations...") + w_debias = debias_ls( + op=A_op, + y=pcm_measurement, + w=w_hat, + support_tol=debias_support_tol, + max_iter=debias_max_iter, + tol=debias_tol, + prog_bar=tqdm, + ) + + # Current map reconstruction + cs_result_tensor = wavelet.inverse(w_debias) + + cs_result_tensor = cs_result_tensor / factor # scale back down + + return cs_result_tensor + + +def make_test_cases() -> list[tuple[float, int]]: + min_coarse_J = 0 + # min_coarse_J = 5 + # min_coarse_J = J_order - 3 # keep 1.5625% of in-order measurements at least + # (sampling_ratio, coarse_J) + test_cases = [] + num_pixels = 1 << (2 * J_order) # N*N + # for sampling_ in range(0, 9, 1): + # sampling_ratio = (sampling_ + 1) / 100.0 # from 0.01 to 0.09 + # num_samples = int(sampling_ratio * num_pixels) + # for coarse_J in range(min_coarse_J, J_order): # from 0 to J_order-1 (not including J_order because that is 100% sampling) + # if coarse_J > 0: + # prev_num_coarse_samples = 1 << (2 * (coarse_J - 1)) + # if prev_num_coarse_samples >= num_samples: + # continue + # test_cases.append((sampling_ratio, coarse_J)) + for sampling_ in range(1, 10, 1): + sampling_ratio = sampling_ / 10.0 # from 0.1 to 0.9 + test_cases.append((sampling_ratio, J_order - 2)) # keep the first J-2 coarse levels, i.e. 6.25% in-order measurements + num_samples = int(sampling_ratio * num_pixels) + # for coarse_J in range(min_coarse_J, J_order): # from 0 to J_order-1 (not including J_order because that is 100% sampling) + # if coarse_J > 0: + # prev_num_coarse_samples = 1 << (2 * (coarse_J - 1)) + # if prev_num_coarse_samples >= num_samples: + # continue + # test_cases.append((sampling_ratio, coarse_J)) + test_cases.append((1.0, J_order)) # 100% sampling + + # # sampling_ratios = [0.1] + # sampling_ratios = [0.2] + # # # sampling_ratios = [0.25] + # # sampling_ratios = [0.5] + # # # sampling_ratios = [0.7] + # # # coarse_Js = [5] # keep 2^{coarse_J} x 2^{coarse_J} in-order measurements + # # # coarse_Js = [7] # keep 2^{coarse_J} x 2^{coarse_J} in-order measurements + # coarse_Js = list(range(0, J_order)) + # test_cases = [] + # test_cases += [ + # (sampling_ratio, coarse_J) + # for sampling_ratio in sampling_ratios + # for coarse_J in coarse_Js + # ] + # test_cases = [ + # # (0.3, 3), + # # (0.2, 2), + # (0.2, 6), + # # (0.2, 8), + # # (0.2, 7), + # # (0.5, 6), + # # (0.8, 6), + # # (1.0, 6), + # # (1.0, 7), + # # (0.1, 8), + # ] + + # test_cases = test_cases[80:] + + test_cases.reverse() + + return test_cases + + +def run_experiments(): + raw_data: GrayscaleImage2D | Measurement1D = np.load(data_dir / data_filename) + print(f"Raw data shape: {raw_data.shape}") + print(f"J_order: {J_order}") + + if data_type == "image": + ground_truth_image: GrayscaleImage2D = torch.tensor(raw_data, dtype=torch.float32, device=device) + if inverses_sign: + ground_truth_image = -ground_truth_image + J_data = int(np.log2(ground_truth_image.shape[0])) + assert J_data == J_order, f"Data J ({J_data}) does not match expected J_order ({J_order})." + print(f"Ground truth image shape: {ground_truth_image.shape}") + measurement_vector = None + elif data_type == "hadamard_measurement_vector": + # Reconstruct the image from the Hadamard measurement vector + J_data = int(np.log2(raw_data.shape[0]) / 2) + assert J_data == J_order, f"Data J ({J_data}) does not match expected J_order ({J_order})." + measurement_vector = torch.tensor(raw_data, dtype=torch.float32, device=device) + if inverses_sign: + measurement_vector = -measurement_vector + + index_of_max = torch.argmax(measurement_vector).item() + index_of_min = torch.argmin(measurement_vector).item() + print(f"Max value in measurement vector: {measurement_vector[index_of_max].item()} at index {index_of_max}") + print(f"Min value in measurement vector: {measurement_vector[index_of_min].item()} at index {index_of_min}") + exit() + + pcm_op_full = PhotocurrentMapOp(J=J_order, device=device) + with torch.no_grad(): + ground_truth_image = pcm_op_full.pseudo_inv(measurement_vector) + print(f"Reconstructed ground truth image shape from Hadamard measurement vector: {ground_truth_image.shape}") + + elif data_type == "original_measurement_data": + # Make a 1D array with num_lines//2 elements, + # where each element is the sum of the measured current multiplied by the pattern index sign. + num_measurements = raw_data.shape[0] + assert num_measurements % 2 == 0, "Number of measurements should be even." + + if inverses_sign: + raw_data[:, 1] = -raw_data[:, 1] + + index_of_max_raw = np.argmax(raw_data[:, 1]) + index_of_min_raw = np.argmin(raw_data[:, 1]) + min_raw_value = raw_data[index_of_min_raw, 1] + max_raw_value = raw_data[index_of_max_raw, 1] + print(f"Max value in original measurement data: {max_raw_value} at index {index_of_max_raw}") + print(f"Min value in original measurement data: {min_raw_value} at index {index_of_min_raw}") + # exit() + + sign_vector = np.round(np.sign(raw_data[:, 0])) + sign_vector[:2] = [1.0, -1.0] # Ensure the first two patterns are +0 and -0 + + measurement_vector = torch.tensor((raw_data[:, 1] * sign_vector).reshape(-1, 2).sum(axis=1), dtype=torch.float32, device=device) + + # index_of_max = torch.argmax(measurement_vector).item() + # index_of_min = torch.argmin(measurement_vector).item() + # min_value = measurement_vector[index_of_min].item() + # max_value = measurement_vector[index_of_max].item() + # print(f"Max value in measurement vector: {max_value} at index {index_of_max}") + # print(f"Min value in measurement vector: {min_value} at index {index_of_min}") + # exit() + + pcm_op_full = PhotocurrentMapOp(J=J_order, device=device) + print(f"pcm_op_full domain shape: {pcm_op_full.domain_shape}, range shape: {pcm_op_full.range_shape}") + with torch.no_grad(): + ground_truth_image = pcm_op_full.pseudo_inv(measurement_vector) + print(f"Reconstructed ground truth image shape from original measurement data: {ground_truth_image.shape}") + + if tests_scale_ground_truth: + gt_min, gt_max = ground_truth_image.min().item(), ground_truth_image.max().item() + ground_truth_image = (ground_truth_image - gt_min) / (gt_max - gt_min) + print(f"Normalized ground truth image to [0, 1]. Min: {ground_truth_image.min().item()}, Max: {ground_truth_image.max().item()}") + measurement_vector = None + + test_cases = make_test_cases() + # print(f"Total number of test cases: {len(test_cases)}") + # print(test_cases) + # for sampling_ratio, coarse_J in test_cases: + # sampling_percentage = sampling_ratio * 100 + # coarse_percentage = (1<<(2*coarse_J))/(1<<(2*J_order))*100 + # print(f"Sampling: {sampling_percentage}%, coarse_J: {coarse_J} ({coarse_percentage}%)") + # assert sampling_percentage >= coarse_percentage, ( + # "Sampling percentage must be larger than or equal to coarse percentage. " + # f"Got sampling {sampling_percentage}% and coarse {coarse_percentage}%." + # ) + # return + + # ### Set a directory to save logs and results + # + # Each run is stored in a separate subdirectory named with the current date and + # time, which makes it easier to keep track of different experiments. + + current_datetime_str = datetime.now().strftime("%Y%m%d_%H%M%S") + experiment_log_dir = Path("pcm_demo_output") / f"{current_datetime_str}_{data_name}_{randomizing_scheme}_noise_{noise_std}" + experiment_log_dir.mkdir(parents=True, exist_ok=True) + + for i_seed in range(num_trials): + log_dir = experiment_log_dir / f"trial_{i_seed}" + log_dir.mkdir(parents=True, exist_ok=True) + + # %% [markdown] + # ## First experiment: PnP-ADMM + # + # In this section the PCM PnP-ADMM algorithm is tested on the CIGS data. + + # %% [markdown] + # Define the prior function using a pre-trained DRUNet denoiser and the + # corresponding Plug-and-Play ADMM solver. + # + # DRUNet is a deep convolutional denoiser proposed by: + # + # > Kai Zhang, Yawei Li, Wangmeng Zuo, Lei Zhang, Luc Van Gool, and + # > Radu Timofte, "Plug-and-Play Image Restoration with Deep Denoiser Prior," + # > IEEE Transactions on Pattern Analysis and Machine Intelligence, 44(10), + # > 6360–6376, 2022. + # + # In the PnP-ADMM framework, the proximal step of a regulariser is replaced by + # an off-the-shelf denoiser. Here DRUNet acts as a powerful learned prior for + # the PCM inverse problem, while the data fidelity term is handled by ADMM. + + # %% + if runs_pnp_admm: + method_name = f"pnp_admm_iters={pnp_admm_iters}_eta={pnp_admm_eta}_cg_iters={cg_iters}_drunet_sigma={drunet_sigma}" + make_csv(method_name=method_name, log_dir=log_dir) + # for delta_divided_by, subtract_from_J in tqdm(test_cases, desc="Running PnP-ADMM experiments"): + for sampling_ratio, coarse_J in tqdm(test_cases, desc="Running PnP-ADMM experiments"): + run_pcm_demo( + recon_description=f"PnP-ADMM ({pnp_admm_iters} iters, η={pnp_admm_eta}, cg_iters={cg_iters}, σ={drunet_sigma})", + recon_fn=run_pnp_admm, + ground_truth_image=ground_truth_image, + method_name=method_name, + image_name=data_name, + J=J_order, # image size is 2^J x 2^J + sampling_ratio=sampling_ratio, + coarse_J=coarse_J, + log_dir=log_dir, + device=device, + seed=i_seed, + ) + + + # %% [markdown] + # The code above runs the PnP-ADMM reconstruction and compares it to the + # zero-filled pseudo-inverse. + # + # Although PnP-ADMM substantially improves PSNR and SSIM, it can smooth out + # fine-scale structures. In the context of defect detection, these small + # features can be crucial, so high PSNR and SSIM alone are not sufficient to + # guarantee that the reconstruction is fit for purpose. + # + # In the next sections, two compressed sensing baselines with a wavelet + # sparsity prior are explored and compared to the PnP-ADMM result. + + + # %% [markdown] + # ## Compressed sensing baseline: FISTA with wavelet sparsity + # + # This section applies FISTA with an $\ell_1$-penalty on wavelet coefficients + # as a classical compressed sensing baseline. + # + # Let $\Phi$ denote the PCM forward operator and $\Psi$ a 2D wavelet + # transform with inverse $\Psi^{-1}$. The composite operator + # $A = \Phi \Psi^{-1}$ acts on wavelet coefficients $w$. + # FISTA approximately solves the standard $\ell_1$-regularised problem + # + # $$ + # \min_w \frac{1}{2} \lVert A w - y \rVert_2^2 + # + \lambda \lVert w \rVert_1, + # $$ + # + # and the final current map is obtained as $x = \Psi^{-1} w$. + # + # An optional debiasing step is included at the end to reduce the bias induced + # by the $\ell_1$ penalty on the active support. + + # %% + if runs_fista_l1: + make_csv(method_name="fista_l1", log_dir=log_dir) + for sampling_ratio, coarse_J in tqdm(test_cases, desc="Running FISTA-L1 experiments"): + run_pcm_demo( + recon_description="FISTA-L1", + recon_fn=run_fista_l1, + ground_truth_image=ground_truth_image, + method_name="fista_l1", + image_name=data_name, + J=J_order, # image size is 2^J x 2^J + sampling_ratio=sampling_ratio, + coarse_J=coarse_J, + log_dir=log_dir, + device=device, + seed=i_seed, + ) + + # %% [markdown] + # ## Compressed sensing baseline: SPGL1 with wavelet sparsity + # + # This section applies the SPGL1 algorithm as a second compressed sensing + # baseline, again using a wavelet sparsity prior in the same setting + # $A = \Phi \Psi^{-1}$. + # + # SPGL1 is a spectral projected gradient method that efficiently solves + # large-scale $\ell_1$-regularised problems and basis pursuit denoising + # formulations. In this example it is run with default parameters suitable + # for the PCM problem size, followed by the same optional debiasing step + # used for FISTA. + + # %% + if runs_spgl1: + method_name = f"spgl1_factor={factor}" + make_csv(method_name=method_name, log_dir=log_dir) + for sampling_ratio, coarse_J in tqdm(test_cases, desc="Running SPGL1 experiments"): + run_pcm_demo( + recon_description="SPGL1", + recon_fn=run_spgl1, + ground_truth_image=ground_truth_image, + method_name=method_name, + image_name=data_name, + J=J_order, # image size is 2^J x 2^J + sampling_ratio=sampling_ratio, + coarse_J=coarse_J, + log_dir=log_dir, + device=device, + seed=i_seed, + ) + +if __name__ == "__main__": + run_experiments() diff --git a/20260116_053534_example_CIGS_256x256_multilevel_20_trials_pnp/psnr_boxplot.png b/20260116_053534_example_CIGS_256x256_multilevel_20_trials_pnp/psnr_boxplot.png new file mode 100644 index 0000000000000000000000000000000000000000..1b463ed4823d279c8ff84b9bd5fa07f07c8ba94c 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