LGAICVMar 23

MCLR: Improving Conditional Modeling in Visual Generative Models via Inter-Class Likelihood-Ratio Maximization and Establishing the Equivalence between Classifier-Free Guidance and Alignment Objectives

arXiv:2603.2236489.4h-index: 7
AI Analysis

This work addresses a key limitation in visual generative models for researchers and practitioners, offering a principled alternative to heuristic inference-time methods, though it is incremental as it builds on existing diffusion model frameworks.

The paper tackled the problem of insufficient inter-class separation in diffusion models, which necessitates classifier-free guidance (CFG) for improved performance, by proposing MCLR, an alignment objective that maximizes inter-class likelihood-ratios during training, resulting in models that achieve comparable qualitative and quantitative gains without inference-time guidance.

Diffusion models have achieved state-of-the-art performance in generative modeling, but their success often relies heavily on classifier-free guidance (CFG), an inference-time heuristic that modifies the sampling trajectory. From a theoretical perspective, diffusion models trained with standard denoising score matching (DSM) are expected to recover the target data distribution, raising the question of why inference-time guidance is necessary in practice. In this work, we ask whether the DSM training objective can be modified in a principled manner such that standard reverse-time sampling, without inference-time guidance, yields effects comparable to CFG. We identify insufficient inter-class separation as a key limitation of standard diffusion models. To address this, we propose MCLR, a principled alignment objective that explicitly maximizes inter-class likelihood-ratios during training. Models fine-tuned with MCLR exhibit CFG-like improvements under standard sampling, achieving comparable qualitative and quantitative gains without requiring inference-time guidance. Beyond empirical benefits, we provide a theoretical result showing that the CFG-guided score is exactly the optimal solution to a weighted MCLR objective. This establishes a formal equivalence between classifier-free guidance and alignment-based objectives, offering a mechanistic interpretation of CFG.

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