From 716d917cc05c35ab19e0ad4ff13a120eb1caf5e5 Mon Sep 17 00:00:00 2001 From: Kyowoon Lee Date: Tue, 28 Jul 2026 18:42:50 +0900 Subject: [PATCH] Add MA-GIG explainer MA-GIG (Manifold-Aligned Guided Integrated Gradients, ICML 2026) builds the integration path in the latent space of a pretrained VAE rather than in pixel space. An axis-aligned step in latent space is mapped by the decoder Jacobian into a correlated, tangent-aligned step in pixel space, so the decoded path stays close to the data manifold and gradients are evaluated on plausible images instead of on uniformly-dimmed ones. - pnpxai/explainers/magig.py: the explainer, self-contained - tutorials/MAGIG_example_all_explainers.md: worked example on Oxford-IIIT Pet with the paper's fine-tuned ResNet-18, compared against IntegratedGradients - unit tests using a stub autoencoder, so they need no download - API docs page, mkdocs nav and README entries Verified against the reference implementation at the paper's configuration (n_steps=200, fraction=0.05, slerp, black baseline): attributions are bit-identical on ResNet-18 and GoogLeNet. MAGIG is exported but deliberately left out of AVAILABLE_EXPLAINERS, since constructing it downloads an autoencoder and a single explanation runs 200 decoder passes. The tutorial adds it explicitly via manager.add_explainer, as the LEAR tutorial does. Reference: https://arxiv.org/abs/2605.02167 --- README.md | 3 +- docs/api/explainer/magig.md | 1 + mkdocs.yml | 1 + pnpxai/explainers/__init__.py | 2 + pnpxai/explainers/magig.py | 443 +++++++++++ tests/explainers/test_explainers.py | 116 ++- tutorials/MAGIG_example_all_explainers.md | 735 ++++++++++++++++++ tutorials/data/magig_img/magig_analysis.png | Bin 0 -> 1040795 bytes .../data/magig_img/magig_comparisons.png | Bin 0 -> 1469058 bytes tutorials/data/magig_img/magig_diffid.png | Bin 0 -> 83537 bytes tutorials/data/magig_img/magig_path.png | Bin 0 -> 615899 bytes tutorials/data/magig_img/magig_path_prob.png | Bin 0 -> 55079 bytes tutorials/data/magig_img/magig_samples.png | Bin 0 -> 588882 bytes tutorials/data/magig_img/magig_steps.png | Bin 0 -> 29571 bytes 14 files changed, 1298 insertions(+), 3 deletions(-) create mode 100644 docs/api/explainer/magig.md create mode 100644 pnpxai/explainers/magig.py create mode 100644 tutorials/MAGIG_example_all_explainers.md create mode 100644 tutorials/data/magig_img/magig_analysis.png create mode 100644 tutorials/data/magig_img/magig_comparisons.png create mode 100644 tutorials/data/magig_img/magig_diffid.png create mode 100644 tutorials/data/magig_img/magig_path.png create mode 100644 tutorials/data/magig_img/magig_path_prob.png create mode 100644 tutorials/data/magig_img/magig_samples.png create mode 100644 tutorials/data/magig_img/magig_steps.png diff --git a/README.md b/README.md index 46d77f2..c7674b3 100644 --- a/README.md +++ b/README.md @@ -12,7 +12,7 @@ - [**Evaluator**](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/evaluator/metrics/): The evaluator module provides various ways to evaluate and compare the performance and explainability of AI models with the categorized evaluation properties of correctness ([fidelity](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/evaluator/metrics/mu_fidelity.py), [area between perturbation curves](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/evaluator/metrics/pixel_flipping.py)), continuity ([sensitivity](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/evaluator/metrics/sensitivity.py)), and compactness ([complexity](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/evaluator/metrics/complexity.py)). - **Explainers**: The explainers module contains a collection of state-of-the-art XAI methods that can generate global or local explanations for any AI model, such as: - Perturbation-based ([SHAP](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/kernel_shap.py), [LIME](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/lime.py)) - - Relevance-based ([IG](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/integrated_gradients.py), [LRP](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/lrp.py), [RAP](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/rap), [GuidedBackprop](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/guided_backprop.py)) + - Relevance-based ([IG](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/integrated_gradients.py), [MA-GIG](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/magig.py), [LRP](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/lrp.py), [RAP](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/rap), [GuidedBackprop](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/guided_backprop.py)) - CAM-based ([GradCAM](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/grad_cam.py), [Guided GradCAM](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/guided_grad_cam.py)) - Gradient-based ([SmoothGrad](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/smooth_grad.py), [VarGrad](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/var_grad.py), [FullGrad](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/full_grad.py), [Gradient × Input](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/explainers/grad_x_input.py)) - [**Recommender**](https://github.com/OpenXAIProject/pnpxai/tree/main/pnpxai/core/recommender): The recommender module offers a recommender system that can suggest the most suitable XAI methods for a given model and dataset, based on the user’s preferences and goals. @@ -125,6 +125,7 @@ This guide explains how to automatically explain your own models and datasets us - [ImageNet Example All Explainers](https://github.com/OpenXAIProject/pnpxai/tree/main/tutorials/imagenet_example_all_explainers.md) - [ImageNet Example All Metrics](https://github.com/OpenXAIProject/pnpxai/tree/main/tutorials/imagenet_example_all_metrics.md) - [Free MCG](https://github.com/OpenXAIProject/pnpxai/tree/main/tutorials/gfgp_tutorial.py) [[Reference](https://arxiv.org/abs/2411.15265)] +- [MA-GIG Example All Explainers](https://github.com/OpenXAIProject/pnpxai/tree/main/tutorials/MAGIG_example_all_explainers.md) [[Reference](https://arxiv.org/abs/2605.02167)] ## Use Cases diff --git a/docs/api/explainer/magig.md b/docs/api/explainer/magig.md new file mode 100644 index 0000000..ab416ad --- /dev/null +++ b/docs/api/explainer/magig.md @@ -0,0 +1 @@ +::: pnpxai.explainers.magig diff --git a/mkdocs.yml b/mkdocs.yml index d2a7525..7eccc19 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -42,6 +42,7 @@ nav: - SmoothGrad: api/explainer/smooth_grad.md - VarGrad: api/explainer/var_grad.md - IntegratedGradients: api/explainer/ig.md + - MAGIG: api/explainer/magig.md - LRP: api/explainer/lrp.md - RAP: api/explainer/rap.md - KernelShap: api/explainer/kernel_shap.md diff --git a/pnpxai/explainers/__init__.py b/pnpxai/explainers/__init__.py index d5297fe..55a00d9 100644 --- a/pnpxai/explainers/__init__.py +++ b/pnpxai/explainers/__init__.py @@ -25,6 +25,7 @@ from pnpxai.explainers.lear import LEAR from pnpxai.explainers.gfgp import Gfgp from pnpxai.explainers.mad_xai import MadXai +from pnpxai.explainers.magig import MAGIG CAM_BASED_EXPLAINERS = [GradCam, GuidedGradCam] GRADIENT_BASED_EXPLAINERS = [ @@ -33,6 +34,7 @@ SmoothGrad, VarGrad, IntegratedGradients, + MAGIG, LRPUniformEpsilon, LRPEpsilonPlus, LRPEpsilonGammaBox, diff --git a/pnpxai/explainers/magig.py b/pnpxai/explainers/magig.py new file mode 100644 index 0000000..f9b06b0 --- /dev/null +++ b/pnpxai/explainers/magig.py @@ -0,0 +1,443 @@ +""" +MA-GIG: Manifold-Aligned Guided Integrated Gradients. + +Guided Integrated Gradients (GIG) builds its integration path by greedily moving +the input features whose gradients are smallest. Because that update is +axis-aligned in pixel space, it generically points off the data manifold, and the +error accumulates over the path. MA-GIG runs the same greedy selection inside the +latent space of a pretrained VAE instead. An axis-aligned step in latent space is +mapped by the decoder Jacobian into a correlated, tangent-aligned step in pixel +space, so the decoded path stays close to the data manifold and gradients are +evaluated on plausible images. + +Reference: + Soyeon Kim, Seongwoo Lim, Kyowoon Lee, Jaesik Choi. + Manifold-Aligned Guided Integrated Gradients for Reliable Feature Attribution. + ICML 2026. https://arxiv.org/abs/2605.02167 +""" + +import warnings +from typing import Dict, Optional, Sequence, Tuple, Union + +import torch +from torch import Tensor +from torch.nn.modules import Module + +from pnpxai.core.detector.types import Convolution, Linear +from pnpxai.explainers.base import Explainer +from pnpxai.explainers.utils.baselines import ( + BaselineFunction, + BaselineMethodOrFunction, +) +from pnpxai.utils import format_into_tuple + + +# The VAE used in the paper is the Stable Diffusion 2.1 autoencoder. This repo +# holds bit-identical weights and is the canonical publisher of them. +DEFAULT_VAE_REPO = "stabilityai/sd-vae-ft-mse" + +# Normalization of the classifier's input space. The explainer needs it to move +# between the space the model consumes and the [0, 1] pixel space the VAE expects. +IMAGENET_MEAN = (0.485, 0.456, 0.406) +IMAGENET_STD = (0.229, 0.224, 0.225) + +EPSILON = 1e-9 + + +def slerp(t, v0: Tensor, v1: Tensor, dot_threshold: float = 0.9995) -> Tensor: + """ + Spherical linear interpolation between two vectors. + + Interpolating along the arc rather than the chord keeps the norm of the latent + code roughly constant, which keeps intermediate codes inside the region the + decoder was trained on. Falls back to lerp when the vectors are nearly + parallel (or degenerate), where the arc and the chord coincide anyway. + """ + v0_flat = v0.reshape(-1).float() + v1_flat = v1.reshape(-1).float() + + norm0 = torch.norm(v0_flat) + norm1 = torch.norm(v1_flat) + + if norm0 < 1e-9 or norm1 < 1e-9: + return v0 * (1 - t) + v1 * t + + v0_unit = v0_flat / norm0 + v1_unit = v1_flat / norm1 + + dot = torch.clamp(torch.sum(v0_unit * v1_unit), -1.0, 1.0) + + if torch.abs(dot) > dot_threshold: + return v0 * (1 - t) + v1 * t + + theta_0 = torch.acos(dot) + sin_theta_0 = torch.sin(theta_0) + theta_t = theta_0 * t + + s0 = torch.sin(theta_0 - theta_t) / sin_theta_0 + s1 = torch.sin(theta_t) / sin_theta_0 + + return s0 * v0 + s1 * v1 + + +class VaeManifold: + """ + Maps between the classifier's normalized input space and a VAE latent space. + + The explainer receives inputs already normalized for the classifier, while the + VAE expects pixels in [-1, 1]. This wrapper owns that round trip so the path + generator can stay in a single coordinate system. + + Parameters: + vae (Module): A `diffusers` autoencoder exposing `encode`/`decode`. + mean (Sequence[float]): Per-channel mean used to normalize classifier inputs. + std (Sequence[float]): Per-channel std used to normalize classifier inputs. + device (torch.device): Device holding the VAE. + """ + + def __init__( + self, + vae: Module, + mean: Sequence[float] = IMAGENET_MEAN, + std: Sequence[float] = IMAGENET_STD, + device: Optional[torch.device] = None, + repo: Optional[str] = None, + ) -> None: + self.vae = vae.eval() + self.device = device if device is not None else next(vae.parameters()).device + self.mean = tuple(mean) + self.std = tuple(std) + self.repo = repo + + def __repr__(self): + return "{}(repo={})".format(self.__class__.__name__, self.repo) + + def denormalize(self, x: Tensor) -> Tensor: + """Classifier input space -> [0, 1] pixel space.""" + return torch.stack( + [x[:, i] * s + m for i, (m, s) in enumerate(zip(self.mean, self.std))], + dim=1, + ) + + def normalize(self, x: Tensor) -> Tensor: + """ + [0, 1] pixel space -> classifier input space. + + Scales channel-by-channel by a Python scalar instead of broadcasting a std + tensor. The two agree mathematically but differ in the last bits, because + dividing by a scalar becomes a multiply by its reciprocal, and MA-GIG + amplifies that difference: the selection threshold sits in a dense region + of the gradient magnitude distribution (~130 of 4096 latent dimensions + land within 1e-7 of it), so a last-bit perturbation flips which dimensions + move and sends the rest of the path somewhere else. Matching the reference + implementation's arithmetic here is what keeps attributions reproducible + against it -- do not "simplify" this to a broadcast divide. + """ + return torch.stack( + [(x[:, i] - m) / s for i, (m, s) in enumerate(zip(self.mean, self.std))], + dim=1, + ) + + @torch.no_grad() + def encode(self, x: Tensor) -> Tensor: + """Encode a normalized classifier input to its latent posterior mean.""" + x = self.denormalize(x).to(self.device, dtype=self.vae.dtype) + return self.vae.encode(2.0 * x - 1.0).latent_dist.mean + + def decode(self, z: Tensor) -> Tensor: + """ + Decode a latent back to the classifier's input space. + + Gradients flow only when `z` requires them, so the same call serves both + the (grad-free) path construction and the (grad-carrying) latent gradient. + """ + with torch.set_grad_enabled(z.requires_grad): + x = self.vae.decode(z).sample + return self.normalize((x + 1.0) / 2.0) + + +def load_default_vae( + repo: str = DEFAULT_VAE_REPO, + subfolder: Optional[str] = None, + device: Optional[torch.device] = None, +) -> Module: + """Load the pretrained autoencoder MA-GIG integrates through, from the Hub.""" + from diffusers import AutoencoderKL + + kwargs = {"torch_dtype": torch.float32} + if subfolder is not None: + kwargs["subfolder"] = subfolder + vae = AutoencoderKL.from_pretrained(repo, **kwargs) + return vae.to(device).eval() + + +class MAGIG(Explainer): + """ + MA-GIG explainer. + + Supported Modules: `Linear`, `Convolution` + + Parameters: + model (Module): The PyTorch model for which attribution is to be computed. + vae (Optional[Module]): A `diffusers` autoencoder to integrate through. Loaded from `vae_repo` when omitted. + vae_repo (str): HuggingFace repo id of the autoencoder, used when `vae` is not given. + vae_subfolder (Optional[str]): Subfolder of `vae_repo` holding the autoencoder weights. + n_steps (int): The number of steps along the integration path. + fraction (float): Fraction of latent dimensions moved at each step, i.e. the quantile of the gradient magnitude used as the selection threshold. + use_slerp (bool): If True, move selected latent dimensions along the arc (spherical interpolation) instead of the chord. + exp_obj (str): Objective differentiated along the path, either `'prob'` or `'logit'`. + baseline_fn (Optional[BaselineMethodOrFunction]): The baseline function, accepting the attribution input, and returning the baseline accordingly. Defaults to the black image, which is the baseline used in the paper. Note this is *not* the same as pnpxai's `'zeros'`, which is zero in the model's normalized space and decodes to mid-gray. The choice matters: on Oxford-IIIT Pet a blurred-input baseline scored substantially better than the paper's black one, so tune it if you care about absolute attribution quality rather than about matching published numbers. + normalization_mean (Sequence[float]): Per-channel mean the model's inputs were normalized with. + normalization_std (Sequence[float]): Per-channel std the model's inputs were normalized with. + vae_device (Optional[torch.device]): Device to place the autoencoder on. Defaults to the model's device. + forward_arg_extractor: A function that extracts forward arguments from the input batch(s) where the attribution scores are assigned. + additional_forward_arg_extractor: A secondary function that extract additional forward arguments from the input batch(s). + + Notes: + - Inputs are expected to be normalized images, i.e. exactly what `model` consumes. `normalization_mean` / `normalization_std` tell the explainer how to undo that normalization for the autoencoder. + - Path construction is inherently sequential and decodes once per step, so runtime scales linearly in `n_steps`. Samples in a batch are processed one at a time to bound memory. + - **Set `torch.backends.cudnn.deterministic = True` for repeatable results.** The greedy step selects latent dimensions by a low quantile of gradient magnitude, and near that threshold the distribution is dense, so a last-bit difference flips which dimensions move and the rest of the path diverges. Under PyTorch's default (non-deterministic) cuDNN setting, two identical calls return visibly different attributions; with it set, they are bit-identical. + + Reference: + Soyeon Kim, Seongwoo Lim, Kyowoon Lee, Jaesik Choi. Manifold-Aligned Guided Integrated Gradients for Reliable Feature Attribution. + """ + + SUPPORTED_MODULES = [Linear, Convolution] + + def __init__( + self, + model: Module, + vae: Optional[Module] = None, + vae_repo: str = DEFAULT_VAE_REPO, + vae_subfolder: Optional[str] = None, + n_steps: int = 200, + fraction: float = 0.05, + use_slerp: bool = True, + exp_obj: str = "prob", + baseline_fn: Optional[BaselineMethodOrFunction] = None, + normalization_mean: Sequence[float] = IMAGENET_MEAN, + normalization_std: Sequence[float] = IMAGENET_STD, + vae_device: Optional[torch.device] = None, + forward_arg_extractor=None, + additional_forward_arg_extractor=None, + ) -> None: + super().__init__(model, forward_arg_extractor, additional_forward_arg_extractor) + if exp_obj not in ("prob", "logit"): + raise ValueError(f"Invalid objective function: {exp_obj}") + + self.n_steps = n_steps + self.fraction = fraction + self.use_slerp = use_slerp + self.exp_obj = exp_obj + self.baseline_fn = baseline_fn + self.normalization_mean = tuple(normalization_mean) + self.normalization_std = tuple(normalization_std) + self.vae_repo = vae_repo + self.vae_subfolder = vae_subfolder + + if self.device.type == "cuda" and not torch.backends.cudnn.deterministic: + warnings.warn( + "MA-GIG selects latent dimensions by a low quantile of gradient " + "magnitude, where the distribution is dense, so last-bit " + "differences change which dimensions move and send the path " + "elsewhere. Under cuDNN's default non-deterministic kernel " + "selection, repeated calls return visibly different attributions. " + "Set torch.backends.cudnn.deterministic = True to make them " + "reproducible.", + stacklevel=2, + ) + + vae_device = vae_device if vae_device is not None else self.device + if vae is None: + vae = load_default_vae(vae_repo, vae_subfolder, vae_device) + source = vae_repo + else: + source = "user-supplied" # vae_repo says nothing about what was passed + self.vae = VaeManifold( + vae, + mean=self.normalization_mean, + std=self.normalization_std, + device=vae_device, + repo=source, + ) + + def _select_objective(self, outputs: Tensor, targets: Tensor) -> Tensor: + if self.exp_obj == "prob": + outputs = torch.softmax(outputs, dim=-1) + return outputs[torch.arange(outputs.shape[0]), targets] + + def _baselines_for(self, inputs: Tensor) -> Tensor: + """ + Resolve the path's starting point. + + With no `baseline_fn`, use the paper's baseline: the black image, i.e. zero + in pixel space rather than zero in the model's normalized space. + """ + baselines = self._get_baselines(format_into_tuple(inputs)) + if baselines is None: + return self.vae.normalize(torch.zeros_like(inputs)) + return format_into_tuple(baselines)[0] + + def _latent_gradients(self, z: Tensor, targets: Tensor) -> Tensor: + """Gradient of the objective w.r.t. the latent, through the decoder.""" + z = z.clone().detach().requires_grad_(True) + outputs = self.model(self.vae.decode(z)) + obj = self._select_objective(outputs, targets) + return torch.autograd.grad(obj.sum(), z)[0].detach() + + def _slerp_update( + self, z: Tensor, z_target: Tensor, gamma: Tensor, mask: Tensor + ) -> Tensor: + z_new = z.clone() + if mask.sum() == 0: + return z_new + z_new[mask] = slerp(gamma, z[mask], z_target[mask]) + return z_new + + def generate_path(self, inputs: Tensor, targets: Tensor) -> Tensor: + """ + Build the manifold-aligned path for a single sample. + + Exposed because the path is what distinguishes MA-GIG: decoding it shows + the intermediate images the attribution actually integrates over, which is + the most direct way to see the method working. + + Walks from the baseline latent toward the input latent, at each step moving + only the `fraction` of latent dimensions with the smallest gradient + magnitude, and decoding the result. Endpoints are anchored to the raw + baseline and input images so the path terminates exactly at them + regardless of the autoencoder's reconstruction error. + + Args: + inputs (Tensor): A single normalized image, shaped [1, C, H, W]. + targets (Tensor): The target label, shaped [1]. + + Returns: + Tensor: The path, shaped [n_steps, C, H, W]. + """ + baselines = self._baselines_for(inputs) + + z_input = self.vae.encode(inputs).squeeze(0) + z_baseline = self.vae.encode(baselines).squeeze(0) + + x_input_raw = inputs.squeeze(0) + x_baseline_raw = baselines.squeeze(0) + + z = z_baseline.clone() + z_max = z_input + l1_total = torch.abs(z_input - z_baseline).sum() + + path = [] + for step in range(self.n_steps): + if step == 0: + path.append(x_baseline_raw.clone()) + elif step == self.n_steps - 1: + path.append(x_input_raw.clone()) + break + else: + path.append(self.vae.decode(z.unsqueeze(0)).squeeze(0).clone()) + + grad = self._latent_gradients(z[None], targets)[0].clone() + + # Distance still to cover once this step is done. + l1_target = l1_total * (1 - (step + 1) / self.n_steps) + + gamma = float("inf") + while gamma > 1.0: + l1_current = torch.abs(z - z_input).sum() + if torch.isclose(l1_target, l1_current, rtol=EPSILON, atol=EPSILON): + break + + # Dimensions already at the target cannot absorb more movement; + # push them out of the selection. + at_max = torch.abs(z - z_max) < EPSILON + grad = torch.where( + at_max, torch.tensor(float("inf"), device=z.device), grad + ) + + threshold = torch.quantile( + grad.abs().reshape(-1), self.fraction, interpolation="lower" + ) + selected = (torch.abs(grad) <= threshold) & (grad != float("inf")) + + # How far the selected dimensions could move in total. + l1_selected = (torch.abs(z - z_max) * selected).sum() + gamma = ( + (l1_current - l1_target) / l1_selected + if l1_selected > 0 + else float("inf") + ) + + if gamma > 1.0: + # Not enough budget in this selection; saturate it and + # re-select on the next pass. + z = torch.where(selected, z_max, z) + elif self.use_slerp: + z = self._slerp_update(z, z_max, gamma, selected) + else: + z = torch.where(selected, z + (z_max - z) * gamma, z) + + return torch.stack(path, dim=0) + + def _accumulate(self, path: Tensor, targets: Tensor) -> Tensor: + """Riemann sum of gradient x displacement along the decoded path.""" + grads = torch.zeros_like(path) + for i in range(path.shape[0]): + point = path[i : i + 1].clone().requires_grad_(True) + obj = self._select_objective(self.model(point), targets) + grads[i] = torch.autograd.grad(obj.sum(), point)[0].detach().squeeze(0) + + deltas = path[1:] - path[:-1] + return (deltas * grads[:-1]).sum(dim=0) + + def attribute( + self, + inputs: Union[Tensor, Tuple[Tensor]], + targets: Tensor, + ) -> Tensor: + """ + Computes attributions for the given inputs and targets. + + Args: + inputs (torch.Tensor): The input data. + targets (torch.Tensor): The target labels for the inputs. + + Returns: + torch.Tensor: The result of the explanation. + """ + forward_args, _ = self._extract_forward_args(inputs) + forward_args = format_into_tuple(forward_args)[0] + + # Accept a bare class index as well as a per-sample tensor of them. + if not isinstance(targets, Tensor): + targets = torch.as_tensor(targets, device=forward_args.device) + if targets.dim() == 0: + targets = targets.reshape(1).expand(forward_args.shape[0]) + + attrs = [] + for sample, target in zip(forward_args, targets): + sample = sample[None] + target = target[None] + path = self.generate_path(sample, target) + attrs.append(self._accumulate(path, target)) + return torch.stack(attrs, dim=0) + + def get_tunables(self) -> Dict[str, Tuple[type, dict]]: + """ + Provides Tunable parameters for the optimizer + + Tunable parameters: + `n_steps` (int): Value can be selected in the range of `range(50, 300, 50)` + + `fraction` (float): Value can be selected in the range of `range(0.05, 0.5, 0.05)` + + `use_slerp` (bool): Value can be selected among `[True, False]` + + `baseline_fn` (callable): BaselineFunction selects suitable values in accordance with the modality + """ + return { + "n_steps": (int, {"low": 50, "high": 300, "step": 50}), + "fraction": (float, {"low": 0.05, "high": 0.5, "step": 0.05}), + "use_slerp": (list, {"choices": [True, False]}), + "baseline_fn": (BaselineFunction, {}), + } diff --git a/tests/explainers/test_explainers.py b/tests/explainers/test_explainers.py index 03fcc61..327f17c 100644 --- a/tests/explainers/test_explainers.py +++ b/tests/explainers/test_explainers.py @@ -1,6 +1,8 @@ from abc import abstractmethod +from types import SimpleNamespace import pytest import torch +from torch import nn from pnpxai.explainers import ( GradCam, @@ -13,7 +15,8 @@ LRPEpsilonPlus, LRPUniformEpsilon, RAP, - Gfgp + Gfgp, + MAGIG, ) from tests.helpers import ToyCNN, get_test_input_image @@ -104,4 +107,113 @@ def test_model_loading(self): transforms = lambda x: x explainer = Gfgp(model, transforms) assert explainer.diffusion_model is not None - assert explainer.diffusion is not None \ No newline at end of file + assert explainer.diffusion is not None + + +class StubAutoencoder(nn.Module): + """ + Smallest thing shaped like a `diffusers` autoencoder. + + Lets MAGIG be tested end to end -- path construction, latent gradients, + accumulation -- without pulling a real VAE off the Hub. + """ + + def __init__(self, in_channels=3, latent_channels=4): + super().__init__() + self.enc = nn.Conv2d(in_channels, latent_channels, 1) + self.dec = nn.Conv2d(latent_channels, in_channels, 1) + + @property + def dtype(self): + return self.enc.weight.dtype + + def encode(self, x): + return SimpleNamespace(latent_dist=SimpleNamespace(mean=self.enc(x))) + + def decode(self, z): + return SimpleNamespace(sample=self.dec(z)) + + +class TestMAGIG(_TestExplainer): + @pytest.fixture + def explainer(self, model): + return MAGIG(model, vae=StubAutoencoder(), n_steps=4) + + def test_path_endpoints_are_anchored(self, explainer, valid_input): + """The path must start at the baseline and end at the input exactly.""" + targets = torch.zeros(1, dtype=torch.long) + path = explainer.generate_path(valid_input, targets) + baseline = explainer.vae.normalize(torch.zeros_like(valid_input)) + assert path.shape[0] == explainer.n_steps + assert torch.equal(path[0], baseline[0]) + assert torch.equal(path[-1], valid_input[0]) + + def test_attribute_shape_matches_input(self, explainer, valid_input): + attrs = explainer.attribute(valid_input, torch.zeros(1, dtype=torch.long)) + assert attrs.shape == valid_input.shape + + def test_attribute_is_deterministic(self, explainer, valid_input): + targets = torch.zeros(1, dtype=torch.long) + first = explainer.attribute(valid_input, targets) + second = explainer.attribute(valid_input, targets) + assert torch.equal(first, second) + + def test_batch_matches_per_sample(self, explainer): + """Samples are explained independently, so a batch equals its parts.""" + batch = torch.cat([get_test_input_image() for _ in range(3)]) + targets = torch.tensor([0, 1, 0]) + batched = explainer.attribute(batch, targets) + for i in range(batch.shape[0]): + alone = explainer.attribute(batch[i][None], targets[i][None]) + assert torch.equal(batched[i][None], alone) + + def test_rejects_unknown_objective(self, model): + with pytest.raises(ValueError): + MAGIG(model, vae=StubAutoencoder(), exp_obj="nonsense") + + def test_no_determinism_warning_on_cpu(self, model): + """The cuDNN determinism warning is CUDA-specific; CPU users shouldn't see it.""" + import warnings + + with warnings.catch_warnings(record=True) as caught: + warnings.simplefilter("always") + MAGIG(model, vae=StubAutoencoder(), n_steps=4) + assert not [w for w in caught if "cudnn" in str(w.message).lower()] + + def test_baseline_fn_accepts_pnpxai_forms(self, model, valid_input): + """None means the paper's black image; strings and functions go through + the base class's baseline machinery like any other explainer.""" + from pnpxai.explainers.utils.baselines import ZeroBaselineFunction + from pnpxai.explainers.magig import IMAGENET_MEAN, IMAGENET_STD + + black = MAGIG(model, vae=StubAutoencoder(), n_steps=4)._baselines_for(valid_input) + expected = torch.tensor([-m / s for m, s in zip(IMAGENET_MEAN, IMAGENET_STD)]) + assert torch.allclose(black[0, :, 0, 0], expected) + + for baseline_fn in ("zeros", ZeroBaselineFunction()): + explainer = MAGIG(model, vae=StubAutoencoder(), n_steps=4, + baseline_fn=baseline_fn) + assert torch.equal(explainer._baselines_for(valid_input), + torch.zeros_like(valid_input)) + assert explainer.attribute( + valid_input, torch.zeros(1, dtype=torch.long) + ).shape == valid_input.shape + + def test_tunables_are_suggestable(self, explainer): + """Every tunable must be a type the optimizer's suggestor can sample.""" + import optuna + from pnpxai.core.modality.modality import ImageModality + from pnpxai.evaluator.optimizer.suggestor import suggest + + optuna.logging.set_verbosity(optuna.logging.WARNING) + modality = ImageModality() + + def objective(trial): + tuned = suggest(trial, explainer, modality) + assert isinstance(tuned.n_steps, int) + assert isinstance(tuned.use_slerp, bool) + return float(tuned.n_steps) + + study = optuna.create_study(sampler=optuna.samplers.TPESampler(seed=0)) + study.optimize(objective, n_trials=3) + assert len(study.trials) == 3 \ No newline at end of file diff --git a/tutorials/MAGIG_example_all_explainers.md b/tutorials/MAGIG_example_all_explainers.md new file mode 100644 index 0000000..08da89b --- /dev/null +++ b/tutorials/MAGIG_example_all_explainers.md @@ -0,0 +1,735 @@ +# Fine-Grained Image Classification with PnPXAI and MA-GIG + +In this notebook we explain a fine-grained pet-breed classifier with **MA-GIG** +(Manifold-Aligned Guided Integrated Gradients), and compare it against +Integrated Gradients — the method it modifies. + +**Contents:** +1. [Setup](#setup) + - [Clone PnPXAI repository and install dependencies](#clone-install) +2. [Loading Data and Model](#data-model) + - [Load the Oxford-IIIT Pet Dataset](#load-data) + - [Load the Fine-Tuned ResNet-18](#load-model) +3. [Explanation Using PnPXAI](#explanation) + - [Add the MA-GIG Explainer](#magig-explainer) + - [Look at the Integration Path](#path) + - [Generate Explanations](#generate-explanations) +4. [Visualization](#visualization) + - [MA-GIG Attributions](#visualize-magig) + - [Comparison Against Integrated Gradients](#visualize-all) +5. [Evaluation of Explanations](#evaluation) + - [DiffID](#diffid) + - [How Many Steps Does the Path Need?](#steps) +6. [Notes on Reproducibility](#repro) + +Path-integral attribution methods all answer the same question — *how much did +each pixel contribute as the image was built up from a baseline?* — and they +differ only in the path they integrate along. This example shows what changes +when that path is required to look like real data. + +## 1. Setup + +First, we clone the PnPXAI repository and install the required dependencies. +MA-GIG integrates through a pretrained autoencoder, which comes from the +HuggingFace Hub, so `diffusers` is needed as well. + +```python +!git clone --quiet https://github.com/OpenXAIProject/pnpxai +!pip install -q -e /content/pnpxai +!pip install -q diffusers scikit-learn + +import sys +sys.path.append('/content/pnpxai') +``` + +The classifier checkpoints and the dataset used below come from the MA-GIG +paper's repository and its dataset mirror. + +```python +# fine-tuned classifiers used in the paper +!git clone --quiet https://github.com/leekwoon/ma-gig +``` + +```python +# Oxford-IIIT Pet images +from huggingface_hub import snapshot_download + +snapshot_download( + 'leekwoon/oxfordpet_dataset_backup', + repo_type='dataset', + local_dir='./oxfordpet_data', +) +``` + +```python +!cat ./oxfordpet_data/data.tar.gz.part_* | tar -xzf - +``` + +```python +import os +import numpy as np +import matplotlib.pyplot as plt +from PIL import Image +from sklearn.model_selection import train_test_split + +import torch +import torch.nn as nn +import torchvision.models as models +from torch.utils.data import Dataset, DataLoader +from torchvision import transforms + +from pnpxai import AutoExplanationForImageClassification +from pnpxai.explainers import MAGIG + +torch.manual_seed(0) + +# Required for MA-GIG to be repeatable — see section 6. Without it, two identical +# calls return visibly different attribution maps. +torch.backends.cudnn.deterministic = True +torch.backends.cudnn.benchmark = False + +device = torch.device('cuda' if torch.cuda.is_available() else 'cpu') + +MAGIG_REPO = './ma-gig' +DATA_PATH = './oxfordpet/images' +MEAN, STD = [0.485, 0.456, 0.406], [0.229, 0.224, 0.225] +IMAGE_SIZE, NUM_CLASSES = 256, 37 +``` + +## 2. Loading Data and Model + +### 2.1 Load the Oxford-IIIT Pet Dataset + +The **Oxford-IIIT Pet** dataset contains ~7,390 photographs of 37 cat and dog +breeds, roughly 200 per breed. It is a fine-grained benchmark: telling a +Birman from a Ragdoll depends on small, localized cues, which makes it a useful +test of whether an attribution map points at anything meaningful. + +The breed is encoded in the filename (`{breed}_{number}.jpg`). We reproduce the +train/validation split used in the MA-GIG paper's code so the numbers below line +up with the published setup. + +```python +class OxfordPetDataset(Dataset): + def __init__(self, root, transform=None, split='val', test_size=0.05, seed=42): + files = sorted(f for f in os.listdir(root) if f.endswith('.jpg')) + names = ['_'.join(f.split('_')[:-1]) for f in files] + self.classes = sorted(set(names)) + c2i = {c: i for i, c in enumerate(self.classes)} + tr_f, te_f, tr_n, te_n = train_test_split( + files, names, test_size=test_size, random_state=seed) + sel_f, sel_n = (te_f, te_n) if split == 'val' else (tr_f, tr_n) + self.paths = [os.path.join(root, f) for f in sel_f] + self.labels = [c2i[n] for n in sel_n] + self.transform = transform + + def __len__(self): + return len(self.paths) + + def __getitem__(self, i): + img = Image.open(self.paths[i]).convert('RGB') + return (self.transform(img) if self.transform else img), self.labels[i] + + def idx_to_label(self, i): + return self.classes[i].replace('_', ' ') + + +transform = transforms.Compose([ + transforms.Resize((IMAGE_SIZE, IMAGE_SIZE)), + transforms.ToTensor(), + transforms.Normalize(MEAN, STD), +]) +dataset = OxfordPetDataset(DATA_PATH, transform=transform, split='val') +print(f'validation images: {len(dataset)}, classes: {len(dataset.classes)}') +``` + + validation images: 370, classes: 37 + +```python +def denormalize_image(x, mean=MEAN, std=STD): + x = x.detach().cpu() + out = x * torch.tensor(std)[:, None, None] + torch.tensor(mean)[:, None, None] + return out.permute(1, 2, 0).clip(0, 1).numpy() + + +# four images from the benchmark subset used in section 5.1 +VIS_IDX = [34, 40, 47, 49] +inputs = torch.stack([dataset[i][0] for i in VIS_IDX]).to(device) +labels = torch.tensor([dataset[i][1] for i in VIS_IDX]).to(device) + +fig, axes = plt.subplots(1, 4, figsize=(12.8, 3.6)) +for i in range(4): + axes[i].imshow(denormalize_image(inputs[i])) + axes[i].set_title(dataset.idx_to_label(labels[i].item()), fontsize=11) + axes[i].axis('off') +plt.tight_layout() +plt.show() +``` + +![magig1](./data/magig_img/magig_samples.png) + +These four are not the first four images of the split. They were picked from the +50 the benchmark in [section 5.1](#diffid) scores, as the ones where MA-GIG and +IG disagree most by per-image DiffID — all four happen to place the animal on +strongly textured ground, which is where the two methods visibly differ. Over the +whole 50, MA-GIG scores higher than IG on 31 and the median per-image gap is ++0.11, so the effect these images illustrate is typical in direction even though +they were chosen to make it legible. + +### 2.2 Load the Fine-Tuned ResNet-18 + +We use the ResNet-18 the MA-GIG authors fine-tuned on this dataset, shipped in +their repository under `checkpoints/classifier_oxfordpet/`. It is a plain +`torchvision` ResNet-18 with the final layer resized to 37 classes. + +```python +def load_model(): + model = models.resnet18(weights=None) + model.fc = nn.Identity() + feat = model(torch.randn(1, 3, IMAGE_SIZE, IMAGE_SIZE)).view(-1).shape[0] + model.fc = nn.Linear(feat, NUM_CLASSES) + ckpt = torch.load( + os.path.join(MAGIG_REPO, 'checkpoints/classifier_oxfordpet/resnet18_best.pt'), + map_location='cpu', weights_only=False) + model.load_state_dict(ckpt['model_state_dict']) + return model.eval().to(device) + + +model = load_model() + +correct = total = 0 +with torch.no_grad(): + for xb, yb in DataLoader(dataset, batch_size=32): + xb, yb = xb.to(device), yb.to(device) + correct += (model(xb).argmax(-1) == yb).sum().item() + total += yb.numel() +print(f'validation accuracy: {correct}/{total} = {correct / total:.4f}') +``` + + validation accuracy: 358/370 = 0.9676 + +## 3. Explanation Using PnPXAI + +### 3.1 Add the MA-GIG Explainer + +> **Manifold-Aligned Guided Integrated Gradients for Reliable Feature Attribution**
+> Soyeon Kim1, 3, Seongwoo Lim3, Kyowoon Lee2, \*, and Jaesik Choi1, 3, \*
+> (1Kim Jaechul Graduate School of AI, KAIST)
+> (2KAIST InnoCORE LLM, KAIST)
+> (3INEEJI)
+> (\* indicates equal advising)
+> Accepted to **ICML 2026**
+> Paper: https://arxiv.org/abs/2605.02167  |  Code: https://github.com/leekwoon/ma-gig + +**The problem MA-GIG solves.** Integrated Gradients integrates along the straight +line from a baseline to the input. Every point on that line is a uniformly faded +version of the image — not something the classifier ever saw during training — +so the gradients being accumulated are read off out-of-distribution inputs. +Guided IG (GIG) improves on this by moving greedily: at each step it advances +only the features whose gradients are smallest, which avoids accumulating +high-variance gradients. But that update is *axis-aligned in pixel space*, and +the tangent space of natural images is not aligned with the pixel axes. The +paper formalizes this as **off-manifold drift**: each step leaves a +first-order error orthogonal to the manifold, while the manifold's curvature only +tolerates second-order deviation, so the errors accumulate along the path. + +**What MA-GIG changes.** It runs the same greedy selection, but in the latent +space of a pretrained VAE. An axis-aligned step $\Delta z = \delta_j u_j$ in +latent space becomes + +$$\Delta x \approx J_D(z)\,\Delta z = \delta_j \frac{\partial D}{\partial z_j}(z)$$ + +in pixel space — a column of the decoder Jacobian, which is by construction a +*tangent vector* to the manifold the decoder parameterizes. So the decoded path +moves along correlated, image-like directions instead of along pixel axes, and +the intermediate points stay close to plausible images. + +Creating the explainer follows the usual PnPXAI interface. The autoencoder is +pulled from the HuggingFace Hub on first use: + +```python +magig = MAGIG( + model=model, + n_steps=200, # steps along the guided path + fraction=0.05, # move the 5% of latent dims with the smallest gradients + use_slerp=True, # interpolate latents along the arc, not the chord + normalization_mean=MEAN, + normalization_std=STD, +) +print(magig) +``` + + MAGIG(n_steps=200, fraction=0.05, use_slerp=True, exp_obj=prob, normalization_mean=(0.485, 0.456, 0.406), normalization_std=(0.229, 0.224, 0.225), vae_repo=stabilityai/sd-vae-ft-mse, vae=VaeManifold(repo=stabilityai/sd-vae-ft-mse)) + +A few parameters are worth knowing about: + +| Parameter | Meaning | +| --- | --- | +| `n_steps` | Number of points on the integration path. The greedy path needs far more steps than plain IG; the paper uses 200. | +| `fraction` | Quantile of gradient magnitude used as the selection threshold — the fraction of latent dimensions moved per step. | +| `use_slerp` | Move selected latents along the arc (spherical interpolation), which keeps the latent norm stable and the decoder in-distribution. | +| `baseline_fn` | Start of the path. Defaults to the black image, the baseline used in the paper; note this differs from PnPXAI's `'zeros'` default, which is zero in *normalized* space and decodes to mid-gray. Any PnPXAI `BaselineFunction` works, and the choice matters a lot — see [section 5.1](#diffid). | +| `normalization_mean` / `normalization_std` | How the classifier's inputs were normalized. MA-GIG needs this to hand pixels to the autoencoder. | +| `vae` / `vae_repo` | Autoencoder to integrate through. Defaults to `stabilityai/sd-vae-ft-mse`; pass your own `diffusers` autoencoder to override. | + +### 3.2 Look at the Integration Path + +The path *is* the method, so it is worth looking at directly. `generate_path` +returns the images the attribution integrates over. Below we draw the straight +line from the *same* baseline MA-GIG starts from, so the only thing that differs +between the two rows is the path itself. + +```python +path = magig.generate_path(inputs[:1], labels[:1]) # [n_steps, C, H, W] +baseline = magig.vae.normalize(torch.zeros_like(inputs[:1]))[0] +frames = np.linspace(0, path.shape[0] - 1, 8).astype(int) + +# the straight line IG would have used, for comparison +straight = torch.stack([ + baseline + (inputs[0] - baseline) * (k / (path.shape[0] - 1)) for k in frames]) + +fig, axes = plt.subplots(2, len(frames), figsize=(2.0 * len(frames), 4.6)) +for c, k in enumerate(frames): + axes[0, c].imshow(denormalize_image(straight[c])) + axes[1, c].imshow(denormalize_image(path[k])) + axes[0, c].set_title(f't={k / (path.shape[0] - 1):.2f}', fontsize=10) + for r in range(2): + axes[r, c].axis('off') +for r, text in enumerate(['IG\n(straight line)', 'MA-GIG\n(manifold)']): + axes[r, 0].text(-0.08, 0.5, text, transform=axes[r, 0].transAxes, + ha='right', va='center', fontsize=11) +plt.tight_layout() +plt.show() +``` + +![magig2](./data/magig_img/magig_path.png) + +The difference is visible without any metric. The top row is what IG integrates +over: the same photograph at eight brightness levels. Nothing in the training +distribution looks like a 30%-brightness dog, so the gradients IG accumulates in +the first half of its path are evaluated far from the data. + +The bottom row is MA-GIG's path. Because it moves in latent space and decodes, +each intermediate frame is a picture the decoder considers plausible: the scene +assembles itself — background structure first, then coarse body shape, then the +face and fur texture — rather than fading in uniformly. Gradients are read off +images that resemble the ones the classifier was trained on. + +This shows up in the classifier's own response along the path: + +```python +with torch.no_grad(): + lin = torch.stack([ + baseline + (inputs[0] - baseline) * (k / (path.shape[0] - 1)) + for k in range(path.shape[0])]) + p_magig = torch.softmax(model(path), -1)[:, labels[0]].cpu().numpy() + p_linear = torch.softmax(model(lin), -1)[:, labels[0]].cpu().numpy() + +fig, ax = plt.subplots(figsize=(6.4, 3.6)) +t = np.linspace(0, 1, path.shape[0]) +ax.plot(t, p_linear, label='IG (straight line)', lw=2, color='#8c8c8c') +ax.plot(t, p_magig, label='MA-GIG (manifold)', lw=2, color='#1f77b4') +ax.set_xlabel('path position $t$') +ax.set_ylabel(f'p(y={dataset.idx_to_label(labels[0].item())})') +ax.legend(frameon=False) +ax.spines[['top', 'right']].set_visible(False) +plt.tight_layout() +plt.show() +``` + +![magig3](./data/magig_img/magig_path_prob.png) + +Along the straight line the classifier is already certain by `t ≈ 0.2` and stays +pinned at 1.0 for the rest of the path. A saturated softmax has almost no +gradient, so roughly 80% of IG's integration contributes nothing but noise — the +saturation problem path methods are known for. + +MA-GIG's path keeps the target class near zero until `t ≈ 0.7` and only then +climbs. The gradients that actually carry signal are concentrated where the image +is nearly the real one, which is the paper's own framing of why it works: +attributions aggregate "gradients on path features proximal to the input". + +### 3.3 Generate Explanations + +`AutoExplanationForImageClassification` inspects the model and assembles the +explainers that suit it. MA-GIG is added on top with `add_explainer`, the same +way the LEAR tutorial adds its explainer — it is not part of the automatic +recommendation because constructing it downloads an autoencoder. + +```python +expr = AutoExplanationForImageClassification( + model=model, + data=DataLoader(dataset, batch_size=4, shuffle=False), + input_extractor=lambda b: b[0].to(device), + label_extractor=lambda b: b[-1].to(device), + target_extractor=lambda o: o.argmax(-1).to(device), + target_labels=False, # target prediction if False +) +magig_id = expr.manager.add_explainer(magig) + +names = [e.__class__.__name__ for e in expr.manager.explainers] +print(names) +``` + + ['GradCam', 'Gradient', 'GradientXInput', 'GuidedGradCam', 'IntegratedGradients', 'KernelShap', 'LRPEpsilonAlpha2Beta1', 'LRPEpsilonGammaBox', 'LRPEpsilonPlus', 'LRPUniformEpsilon', 'Lime', 'RAP', 'SmoothGrad', 'VarGrad', 'MAGIG'] + +Everything from here on compares MA-GIG against **Integrated Gradients**, the +method it modifies. Since the only difference is the path, IG has to start from +the same place — the paper's black image, not PnPXAI's `'zeros'` default, which is +zero in *normalized* space and decodes to mid-gray. [Section 5.1](#diffid) shows +how much that choice is worth. + +```python +from pnpxai.explainers import IntegratedGradients + + +class BlackImageBaseline: + """The paper's baseline: zero in pixel space, not in normalized space.""" + def __init__(self, mean, std): + self.mean, self.std = mean, std + + def __call__(self, inputs): + zeros = torch.zeros_like(inputs) + return torch.stack([(zeros[:, i] - m) / s + for i, (m, s) in enumerate(zip(self.mean, self.std))], dim=1) + + +explainers = { + 'IntegratedGradients': IntegratedGradients( + model, n_steps=200, baseline_fn=BlackImageBaseline(MEAN, STD)), + 'MAGIG': magig, +} +postprocessor = expr.manager.get_postprocessor_by_id(0) +postprocessors = {name: postprocessor for name in explainers} + +explanations = {} +for name, explainer in explainers.items(): + explanations[name] = explainer.attribute(inputs, labels).detach().cpu() + print(f'{name}: {tuple(explanations[name].shape)}') +``` + + IntegratedGradients: (4, 3, 256, 256) + MAGIG: (4, 3, 256, 256) + +## 4. Visualization + +Post-processed attribution maps are dominated by a handful of extreme pixels, +which renders as an almost blank image. We clip at the 99th percentile before +displaying — applied identically to every method, so the comparison stays fair. + +```python +def for_display(heat, q=99.0): + h = heat.detach().cpu().numpy() + return np.clip(h / (np.percentile(h, q) + 1e-10), 0, 1) +``` + +### 4.1 MA-GIG Attributions + +```python +fig, axes = plt.subplots(2, 4, figsize=(12.8, 6.6)) +for i in range(4): + heat = for_display(postprocessors['MAGIG'](explanations['MAGIG'][i][None].to(device))[0]) + axes[0, i].imshow(denormalize_image(inputs[i])) + axes[0, i].set_title(dataset.idx_to_label(labels[i].item()), fontsize=11) + axes[1, i].imshow(heat, cmap='gray') + for r in range(2): + axes[r, i].axis('off') +for r, text in enumerate(['Input', 'MA-GIG\nsaliency']): + axes[r, 0].text(-0.06, 0.5, text, transform=axes[r, 0].transAxes, + ha='right', va='center', fontsize=12) +plt.tight_layout() +plt.show() +``` + +![magig4](./data/magig_img/magig_analysis.png) + +MA-GIG concentrates its attribution on the animal — chiefly the face and the +upper body, where the breed-discriminative markings are — and leaves the ground +and background largely unattributed. The maps are sparse and pixel-level rather +than blob-shaped: path-integral methods assign credit per pixel, so they do not +produce the smooth regions a CAM-style method does. + +### 4.2 Comparison Against Integrated Gradients + +```python +fig, axes = plt.subplots(4, 3, figsize=(9, 12)) +for r in range(4): + axes[r, 0].imshow(denormalize_image(inputs[r])) + axes[r, 0].axis('off') + axes[r, 0].text(-0.05, 0.5, dataset.idx_to_label(labels[r].item()), + transform=axes[r, 0].transAxes, ha='right', va='center', fontsize=10) + for c, name in enumerate(['IntegratedGradients', 'MAGIG'], start=1): + heat = postprocessors[name](explanations[name][r][None].to(device))[0] + axes[r, c].imshow(for_display(heat), cmap='gray') + axes[r, c].axis('off') +for c, title in enumerate(['Input', 'IntegratedGradients', 'MA-GIG']): + axes[0, c].set_title(title, fontsize=12) +plt.tight_layout() +plt.show() +``` + +![magig5](./data/magig_img/magig_comparisons.png) + +The difference is where the two methods spend attribution that is *not* on the +animal. IG lights up the gravel, the grass, and the water reflection — high- +frequency background texture that has nothing to do with breed. MA-GIG leaves +most of it dark and keeps its mass on the dog. That is the behaviour the method +predicts: IG reads gradients off uniformly-dimmed images that the classifier +never saw, and texture is exactly where those off-manifold gradients fire. + +## 5. Evaluation of Explanations + +### 5.1 DiffID + +DiffID is the metric the MA-GIG paper reports. It perturbs pixels in +attribution order and measures what happens to accuracy: + +- **Deletion** replaces the *highest*-attribution pixels with the mean of the + remaining ones. A faithful map should make accuracy fall quickly. +- **Insertion** replaces the *lowest*-attribution pixels instead. A faithful map + should leave accuracy largely intact. + +`DiffID = insertion accuracy − deletion accuracy`, averaged over removal ratios; +higher is better. It rewards a map for being right about both which pixels +matter and which do not. + +```python +def compute_diffid(model, images, attributions, labels, + ratios=(.1, .2, .3, .4, .5, .6, .7, .8, .9)): + b = images.shape[0] + n_pix = images[0].numel() + flat_x = images.reshape(b, -1) + flat_a = attributions.abs().reshape(b, -1) + rows = torch.arange(b, device=images.device).unsqueeze(1) + + def accuracy_after(n_perturb, descending): + idx = torch.argsort(flat_a, dim=1, descending=descending)[:, :n_perturb] + keep = torch.ones_like(flat_x) + keep[rows, idx] = 0 + fill = (flat_x * keep).sum(1, keepdim=True) / (keep.sum(1, keepdim=True) + 1e-8) + out = flat_x.clone() + out[rows, idx] = fill.expand_as(out)[rows, idx] + with torch.no_grad(): + pred = model(out.view(images.shape)).argmax(1) + return (pred == labels).float().mean().item() + + ins, dele = [], [] + for r in ratios: + k = int(n_pix * r) + dele.append(accuracy_after(k, descending=True)) + ins.append(accuracy_after(k, descending=False)) + return float(np.mean([i - d for i, d in zip(ins, dele)])), ins, dele +``` + +We evaluate on the first 50 validation images. This is the expensive cell — about +16 minutes on one RTX A6000, almost all of it MA-GIG at `n_steps=200`. Drop to 10 +images if you only want to see it run; the ranking gets noisy below ~30 because +DiffID is accuracy-based and moves in steps of `1/n`. + +```python +methods = list(explainers) # IntegratedGradients and MAGIG, both from black +collected = {m: [] for m in methods} +imgs_all, labs_all = [], [] + +for n, (xb, yb) in enumerate(DataLoader(dataset, batch_size=1, shuffle=False)): + if n >= 50: + break + xb, yb = xb.to(device), yb.to(device) + imgs_all.append(xb) + labs_all.append(yb) + for m in methods: + collected[m].append(explainers[m].attribute(xb, yb).detach()) + +imgs_all, labs_all = torch.cat(imgs_all), torch.cat(labs_all) + +ratios = [.1, .2, .3, .4, .5, .6, .7, .8, .9] +fig, axes = plt.subplots(1, 2, figsize=(11, 4)) +for m in methods: + score, ins, dele = compute_diffid(model, imgs_all, torch.cat(collected[m]), labs_all) + print(f'{m:<22} DiffID={score:.4f}') + axes[0].plot(ratios, ins, marker='o', ms=3, label=m) + axes[1].plot(ratios, dele, marker='o', ms=3, label=m) +axes[0].set_title('Insertion (remove least important) — higher is better') +axes[1].set_title('Deletion (remove most important) — lower is better') +for ax in axes: + ax.set_xlabel('fraction of pixels replaced') + ax.set_ylabel('accuracy') + ax.spines[['top', 'right']].set_visible(False) +axes[0].legend(frameon=False, fontsize=8) +plt.tight_layout() +plt.show() +``` + + IntegratedGradients DiffID=0.3467 + MAGIG DiffID=0.4756 + +![magig6](./data/magig_img/magig_diffid.png) + +MA-GIG leads: **0.4756 against IG's 0.3467**, a gap of +0.129 that is in line with +the +0.085 the paper reports for this dataset and classifier. + +**Fixing the baseline is not optional.** Had we left `IntegratedGradients` on +PnPXAI's image-modality default, its score would have been **0.4911** — above +MA-GIG's 0.4756, reversing the conclusion. That default is `'zeros'` — zero in +the *normalized* space, which denormalizes to mid-gray, not the black image the +paper starts from. Since IG attributes `grad · (x − x')`, a black baseline zeroes +out the contribution of already-dark pixels, and this dataset is full of black +dogs and cats. Sweeping the baseline for both methods on the same 50 images: + +```python +from pnpxai.explainers.utils.baselines import ( + ZeroBaselineFunction, GaussianBlurBaselineFunction) + +blur = GaussianBlurBaselineFunction(kernel_size_x=11, kernel_size_y=11, + sigma_x=5.0, sigma_y=5.0) +for label, fn in [('black', BlackImageBaseline(MEAN, STD)), + ('zeros', ZeroBaselineFunction()), ('blur', blur)]: + for name, explainer in [('IG', IntegratedGradients(model, n_steps=200, baseline_fn=fn)), + ('MA-GIG', MAGIG(model, n_steps=200, baseline_fn=fn, + normalization_mean=MEAN, normalization_std=STD))]: + attrs = torch.cat([explainer.attribute(imgs_all[i][None], labs_all[i][None]).detach() + for i in range(50)]) + score, _, _ = compute_diffid(model, imgs_all, attrs, labs_all) + print(f'{name:<7} baseline={label:<6} DiffID={score:.4f}') +``` + +| Baseline | IG | MA-GIG | Gap | +| --- | ---: | ---: | ---: | +| black (the paper's) | 0.3467 | **0.4756** | +0.129 | +| zeros / mid-gray (PnPXAI default) | 0.4911 | **0.5533** | +0.062 | +| gaussian blur | 0.5644 | **0.6111** | +0.047 | + +Two readings. MA-GIG wins at every baseline, so the paper's claim survives the +change of setting — but the baseline is a *larger* lever than the path: moving +either method from black to blur is worth more than swapping IG for MA-GIG at a +fixed baseline. If you care about absolute quality rather than about isolating +the path, tune the baseline first. `MAGIG` defaults to the paper's black image so +results match the published numbers, and takes any PnPXAI `BaselineFunction` when +you want to change that: + +```python +from pnpxai.explainers.utils.baselines import GaussianBlurBaselineFunction + +magig_blur = MAGIG( + model=model, n_steps=200, + baseline_fn=GaussianBlurBaselineFunction(kernel_size_x=11, kernel_size_y=11, + sigma_x=5.0, sigma_y=5.0), + normalization_mean=MEAN, normalization_std=STD, +) +``` + +### 5.2 How Many Steps Does the Path Need? + +`n_steps` is the parameter that matters most. Each step moves only `fraction` of +the latent dimensions, so too few steps means each step moves too much at once +and the path stops resembling a guided walk. Sweeping it on 30 validation images +(about 20 minutes — the results are reported here so you need not run it): + +```python +scores = [] +for s in [10, 25, 50, 100, 200]: + magig.n_steps = s + attrs = torch.cat([magig.attribute(imgs_all[i][None], labs_all[i][None]).detach() + for i in range(30)]) + score, _, _ = compute_diffid(model, imgs_all[:30], attrs, labs_all[:30]) + scores.append(score) + print(f'n_steps={s:>4} DiffID={score:.4f}') +``` + + n_steps= 10 DiffID=0.0778 + n_steps= 25 DiffID=0.2556 + n_steps= 50 DiffID=0.3741 + n_steps= 100 DiffID=0.4407 + n_steps= 200 DiffID=0.4519 + +![magig8](./data/magig_img/magig_steps.png) + +Quality climbs steeply to about 100 steps and then flattens — the paper's 200 buys +little over 100 on this dataset, so halving the runtime is a reasonable trade. +What is *not* reasonable is going much lower. Ten steps is not a cheap version of +MA-GIG but a different, far worse method (0.08 versus 0.45): with `fraction=0.05` +a ten-step path has to cover the whole latent distance in ten moves and stops +resembling a guided walk at all. Treat `n_steps` below ~100 as a correctness +problem rather than a speed setting. + +## 6. Notes on Reproducibility + +**The autoencoder.** The paper's configuration uses the Stable Diffusion 2.1 +autoencoder. `MAGIG` defaults to `stabilityai/sd-vae-ft-mse`, which publishes +bit-identical weights (verified: maximum absolute difference over all parameters +is exactly 0). To use a different one, pass a `diffusers` autoencoder directly: + +```python +from diffusers import AutoencoderKL + +vae = AutoencoderKL.from_pretrained('CompVis/stable-diffusion-v1-1', subfolder='vae') +magig = MAGIG(model=model, vae=vae.to(device)) +``` + +**Set `cudnn.deterministic` — this one is not optional.** MA-GIG's greedy step +selects the latent dimensions whose gradient magnitudes fall under a low +quantile, and near that threshold the distribution is dense: for a 256×256 image +roughly 130 of the 4096 latent dimensions sit within `1e-7` of the threshold, and +the gap between the last selected dimension and the first rejected one is about +`7e-6` in relative terms. Any last-bit difference in an intermediate computation +flips which dimensions move, and the rest of the path goes elsewhere. + +cuDNN's default algorithm selection is not bit-reproducible, and that is enough +to trigger it. Calling the explainer twice on the same image: + +| | `generate_path` twice | `attribute` twice | +| --- | ---: | ---: | +| `cudnn.deterministic = False` (PyTorch default) | 7.29 | 6.8e-2 | +| `cudnn.deterministic = True` | **0.0** | **0.0** | + +So under PyTorch's defaults MA-GIG returns a visibly different map every call. +The two lines in the setup cell above fix that, and the paper's own code sets the +same flag. The maps produced either way are equally valid — this is about being +able to reproduce a result, not about which one is right. (The stronger +`torch.use_deterministic_algorithms(True)` is *not* an option here: VGG-16 and +GoogLeNet use `adaptive_avg_pool2d`, whose backward has no deterministic CUDA +kernel, so it raises rather than helping. `cudnn.deterministic` is enough.) + +With the flag set, repeated calls within one process were bit-identical for +ResNet-18 and GoogLeNet, and agreed to `2e-9` or better for VGG-16. +Reproducibility across *processes* still depends on the architecture. Taking the paper's own reference implementation at `n_steps=200` +and re-running it in a fresh process against its own saved output: + +| Classifier | Reference impl. vs itself | This port vs reference impl. | +| --- | ---: | ---: | +| ResNet-18 | `0.0` (bit-identical) | `0.0` (bit-identical) | +| GoogLeNet | `0.0` (bit-identical) | `0.0` (bit-identical) | +| VGG-16 | `6.7e-2` (r = 0.78) | within that spread | + +On VGG-16 two runs of *identical code* in separate processes correlate at only +0.78. cuDNN still has latitude in kernel choice across processes, and MA-GIG +amplifies the resulting last-bit differences into a different path. That is a +property of the method, not of any one implementation. + +One more consequence: **comparing implementations requires matching arithmetic, +not just formulas.** Writing the input normalization as a broadcast divide +instead of a per-channel scalar divide changes results in the last bits (`~2e-6`) +and thereby changes the path entirely. `MAGIG` uses the per-channel form, which +is what makes the ResNet-18 and GoogLeNet columns above come out at zero. + +If you need runs you can diff, fix the classifier, the GPU, and the library +versions — and prefer architectures whose backward pass is reproducible. If you +only need a faithful explanation, none of this matters. + +**Cost.** The path is sequential and decodes once per step, so runtime scales +linearly in `n_steps` — about 20 s per 256×256 image at `n_steps=200` on an +RTX A6000. Samples in a batch are processed one at a time to bound memory. +Lowering `n_steps` speeds things up proportionally, at the quality cost measured +in [section 5.2](#steps). + +## Citation + +```bibtex +@inproceedings{kim2026manifoldaligned, + title = {Manifold-Aligned Guided Integrated Gradients for Reliable Feature Attribution}, + author = {Kim, Soyeon and Lim, Seongwoo and Lee, Kyowoon and Choi, Jaesik}, + booktitle = {International Conference on Machine Learning (ICML)}, + year = {2026}, + url = {https://arxiv.org/abs/2605.02167}, +} +``` diff --git a/tutorials/data/magig_img/magig_analysis.png b/tutorials/data/magig_img/magig_analysis.png new file mode 100644 index 0000000000000000000000000000000000000000..d17255a16a2de1395b7b261aa6b3011d069ea95b GIT binary patch literal 1040795 zcmdS9^;eW(|1FGy(v5Toh=2hS(l9h4Eg~YNG}7HIT}t;LC@3ljNW%cqHA6`=Lk~y{ zT?5RyZ=ZL)>zws{&L41o7+4GLxUNs^&))l*SY2&3auQ||JUl#d^(V^D@bC!E@bIpC z5#0p-@-2WT3-~4Fsq)fO-^Iq$=Z(8Hp4J;rS4S65M|+Fg-q!9O_AbsM0z!`jBp=+i 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