OGPO: Sample Efficient Full-Finetuning of Generative Control Policies

10d ago · Global · primary source: export.arxiv.org

A new algorithm called Off-policy Generative Policy Optimization (OGPO) enables sample-efficient fine-tuning of generative control policies for robots, according to a preprint posted to the arXiv repository [1][2]. The method uses off-policy critic networks to reuse data and propagate policy gradients through the full generative process [2]. Generative control policies, including diffusion- and flow-based approaches, have become effective parameterizations for robot learning [2]. The OGPO algorithm, detailed in a paper submitted to arXiv on 4 May 2026 and last revised on 26 June 2026, maintains off-policy critic networks to maximize data reuse [1][2]. It propagates policy gradients through the full generative process of the policy via a modified PPO objective, using critics as the terminal reward [2]. The authors report state-of-the-art performance on manipulation tasks spanning multi-task settings, high-precision insertion, and dexterous control [2]. They state that OGPO is the only method they know of that can fine-tune poorly-initialized behavior cloning policies to near full task-success with no expert data in the online replay buffer, and does so with few task-specific hyperparameter tuning [2]. The paper also demonstrates that OGPO outperforms alternative methods on policy steering and learning residual corrections [2]. To address critic over-exploitation, the researchers introduce several stabilization techniques: success-buffer regularization, two-sided conservative advantages, and Q-variance reduction [2]. These are applied across both state- and pixel-based settings [2]. Beyond proposing the algorithm, the work includes a systematic empirical study of generative control policy fine-tuning, identifying stabilizing mechanisms and failure modes that govern successful off-policy full-policy improvement [2]. The paper was posted on arXiv, an open-access repository of electronic preprints that is not peer-reviewed [6]. Founded in 1991, arXiv passed the two-million-article milestone by the end of 2021 and as of November 2024 receives about 24,000 submissions per month [6]. The repository hosts papers in fields including computer science, physics, and mathematics [6]. The submission history shows the paper was submitted by Sarvesh Bipin Patil, with the initial version weighing 42,420 KB and subsequent revisions reduced to roughly 21,000 KB [1].

regulationresearch-paperbenchmark

Background sources we checked (7)
  • arxiv.org ↗ Generative control policies (GCPs), such as diffusion- and flow-based control policies, have emerged as effective parameterizations for robot learning. This work introduces Off-policy Generative Policy Optimization (OGPO), a sample-efficient algorithm for finetuning GCPs that mai…
  • info.arxiv.org ↗ arXiv Labs - arXiv info | arXiv e-print repository Skip to content # arXiv Labs Attention arXiv Users: arXiv Labs is pausing new proposals ## What are arXiv Labs? arXiv Labs are a way for the community to contribute new, useful features to arXiv. These integrations are avail…
  • info.arxiv.org ↗ arXivLabs: Showcase - arXiv info | arXiv e-print repository ... # arXivLabs: Showcase ... arXiv is surrounded by a community of researchers and developers working at the cutting edge of information science and technology. ... While the arXiv team is focused on our core mission—pr…
  • blog.arxiv.org ↗ arXivLabs: a space for community innovation – arXiv blog arXiv has launched a new, formalized framework enabling innovative collaborations with individuals and organizations. “Members of our community want to contribute tools that enhance the arXiv experience, and we val…
  • en.wikipedia.org ↗ arXiv (pronounced as "archive"—the X represents the Greek letter chi ⟨χ⟩) is an open-access repository of electronic preprints and postprints (known as e-prints) approved for posting after moderation, but not peer reviewed. It consists of scientific papers in the fields of mathem…
  • en.wikipedia.org ↗ 14 (fourteen) is the natural number following 13 and preceding 15.…
  • en.wikipedia.org ↗ LK-99 also called PCPOSOS, is a gray–black, polycrystalline compound, identified as a copper-doped lead‒oxyapatite. A team from Korea University led by Lee Sukbae (이석배) and Kim Ji-Hoon (김지훈) began studying this material as a potential superconductor in 1999, and in July 2023 publ…

Sources

Spot something wrong? Report an issue