Paper Overview
- Field: Computer Vision (CV)
- Authors: Shelly Golan, Michael Finkelson, Ariel Bereslavsky
- Published: 2026-04-22
- arXiv: 2604.20816
- ParetoSlider was evaluated on three state-of-the-art flow-matching backbones: SD3.5, FluxKontext, and LTX-2.
- A single preference-conditioned model matches or exceeds the performance of baselines separately trained for fixed reward trade-offs.
- The framework uniquely provides fine-grained control over competing generation objectives at inference time.
Summary
Reinforcement learning (RL) post-training has become the standard method for aligning generative models with human preferences, but most approaches rely on a single scalar reward. When multiple criteria matter, the prevailing practice of "early scalarization"—collapsing rewards into a fixed weighted sum—commits the model to a single trade-off point at training time. This provides no inference-time control over inherently conflicting goals, such as prompt adherence versus source fidelity in image editing.
The authors introduce ParetoSlider, a multi-objective reinforcement learning (MORL) framework that trains a single diffusion model to approximate the entire Pareto front. By training the model with continuously varying preference weights as a conditioning signal, users can navigate optimal trade-offs at inference time without retraining or maintaining multiple checkpoints.
Key Findings
Original Abstract (excerpt)
> Reinforcement Learning (RL) post-training has become the standard for aligning generative models with human preferences, yet most methods rely on a single scalar reward. When multiple criteria matter, the prevailing practice of early scalarization collapses rewards into a fixed weighted sum. This commits the model to a single trade-off point at training time, providing no inference-time control over inherently conflicting goals -- such as prompt adherence versus source fidelity in image editing. We introduce ParetoSlider, a multi-objective RL (MORL) framework that trains a single diffusion model to approximate the entire Pareto front...
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