paper-with-me

홈 › Papers

First return, then explore

2020-04-27 · Adrien Ecoffet, Joost Huizinga, Joel Lehman, Kenneth O. Stanley, Jeff Clune

The promise of reinforcement learning is to solve complex sequential decision problems autonomously by specifying a high-level reward function only. However, reinforcement learning algorithms struggle when, as is often the case, simple and intuitive rewards provide sparse and deceptive feedback. Avoiding these pitfalls requires thoroughly exploring the environment, but creating algorithms that can do so remains one of the central challenges of the field. We hypothesise that the main impediment to effective exploration originates from algorithms forgetting how to reach previously visited states ("detachment") and from failing to first return to a state before exploring from it ("derailment"). We introduce Go-Explore, a family of algorithms that addresses these two challenges directly through the simple principles of explicitly remembering promising states and first returning to such states before intentionally exploring. Go-Explore solves all heretofore unsolved Atari games and surpasses the state of the art on all hard-exploration games, with orders of magnitude improvements on the grand challenges Montezuma's Revenge and Pitfall. We also demonstrate the practical potential of Go-Explore on a sparse-reward pick-and-place robotics task. Additionally, we show that adding a goal-conditioned policy can further improve Go-Explore's exploration efficiency and enable it to handle stochasticity throughout training. The substantial performance gains from Go-Explore suggest that the simple principles of remembering states, returning to them, and exploring from them are a powerful and general approach to exploration, an insight that may prove critical to the creation of truly intelligent learning agents.

📄 PDF Abstract BibTeX arXiv:2004.12919

Code (2)

uber-research/go-explore 공식 구현 tf
qgallouedec/lge pytorch

Tasks

Atari GamesMontezuma's Revengereinforcement-learningReinforcement LearningReinforcement Learning (RL)

Methods 이 논문이 사용한 방법론

Go-Explore Go-Explore is a family of algorithms aiming to tackle two challenges with effective exploration in reinforcement learning: algorithms forgetting how to reach previously…

Similar Papers 제목 키워드 기반

First Go, then Post-Explore: the Benefits of Post-Exploration in Intrinsic Motivation

2022-12-06 · Zhao Yang, Thomas M. Moerland, Mike Preuss, Aske Plaat

Go-Explore achieved breakthrough performance on challenging reinforcement learning (RL) tasks with sparse rewards. The key insight of Go-Explore was that successful exploration requires an agent to first return to an int…

continuous-controlContinuous ControlMuJoCoReinforcement Learning (RL)

When to Go, and When to Explore: The Benefit of Post-Exploration in Intrinsic Motivation

2022-03-29 · Zhao Yang, Thomas M. Moerland, Mike Preuss, Aske Plaat

Go-Explore achieved breakthrough performance on challenging reinforcement learning (RL) tasks with sparse rewards. The key insight of Go-Explore was that successful exploration requires an agent to first return to an int…

Reinforcement Learning (RL)

Collective correlations, dynamics, and behavioural inconsistencies of the cryptocurrency market over time

2021-07-29 · Nick James, Max Menzies

This paper introduces new methods to study behaviours among the 52 largest cryptocurrencies between 01-01-2019 and 30-06-2021. First, we explore evolutionary correlation behaviours and apply a recently proposed turning p…

First Return, Entropy-Eliciting Explore

2025-07-09 · Tianyu Zheng, Tianshun Xing, Qingshui Gu, Taoran Liang 외 arxiv

Reinforcement Learning from Verifiable Rewards (RLVR) improves the reasoning abilities of Large Language Models (LLMs) but it struggles with unstable exploration. We propose FR3E (First Return, Entropy-Eliciting Explore)…

Reinforcement LearningMathematical Reasoning

Market-Based Probability of Stock Returns

2023-02-06 · Victor Olkhov

This paper describes the dependence of market-based statistical moments of returns on statistical moments and correlations of the current and past trade values. We use Markowitz's definition of value weighted return of a…

Time SeriesTime Series Analysis