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Idempotent Generative Network

ICLR 2024 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Score-based generative modeling analysis · 4 citations (OpenAlex)

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Proposes Idempotent Generative Networks (IGN), a one-step generative model trained so that real data is a fixed point (f(x)=x) and noise maps onto that manifold (f(f(z))=f(z)), with a tightness term to prevent manifold expansion; shown on MNIST and CelebA at small scale.

Problem

Generative models are each trained for a specific input type (noise, degraded images, sketches); the paper asks whether a single model can project any input onto the target data manifold in one step while supporting sequential refinement.

Approach

Train one network f to be idempotent: a reconstruction term keeps real data fixed, an idempotence term (with frozen outer copy) pulls f(z) onto the fixed-point set, and an adversarial-style tightness term (gradient ascent on the outer instance, tanh-clamped) shrinks the fixed-point set around the data, so f acts as a "self-adversarial" generator and discriminator.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
sample noise using real-data frequency statistics instead of standard Gaussian noise (ablation)IGN · CelebA and MNIST generationgeneration qualityHelped
apply IGN a second time to generated imagesIGN · MNIST and CelebA generationimage qualityHelped
apply IGN a third time instead of stopping after two applicationsIGN · MNIST and CelebA generationimage qualityNo clear effect
repeatedly apply IGN to generated imagesIGN · MNIST and CelebA generationimage sharpnessHurt
project noisy, grayscale, or sketch inputs with IGNIGN · CelebA out-of-distribution projectionprojection qualityHelped

Surprising findings

Limitations

Experimental setup

Datasets: MNIST CelebA

Benchmarks: MNIST CelebA

Metrics: qualitative visual inspection

Builds on: DCGAN GAN energy-based models diffusion models

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