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MoP-JEPA introduces hard-assigned predictors for improved stochastic world models

Researchers have introduced MoP-JEPA, a novel approach to stochastic JEPA world models that addresses limitations in predicting successor states in environments with branching transitions. Unlike traditional JEPA models that can output a point between states, MoP-JEPA utilizes hard-assigned predictors to create a quantizer of the transition distribution, with each predictor head corresponding to a distinct successor mode. This method significantly improves planning performance on OGBench offline data, achieving up to 0.85 success rates compared to the 0.02-0.09 of single-predictor models. The system also incorporates a verification protocol to ensure the reliability of its predictions, outperforming strong soft alternatives and demonstrating effectiveness in real-world environments. AI

IMPACT Enhances planning capabilities in stochastic environments, potentially improving agent performance in complex real-world scenarios.

RANK_REASON The cluster contains an academic paper detailing a new model architecture and its performance on a benchmark.

Read on arXiv cs.AI →

AI-generated summary · Google Gemini · from 2 sources. How we write summaries →

MoP-JEPA introduces hard-assigned predictors for improved stochastic world models

COVERAGE [2]

  1. arXiv cs.AI TIER_1 English(EN) · Zhi Song, Ximing Xing, Zhenchao Tang, hanbo Huang, Tianxu Lv, minghao Yang, Zhongzheng Niu, He Bing, Lusheng Wang, Jianhua Yao ·

    MoP-JEPA: Hard-Assigned Predictor Mixtures for Stochastic JEPA World Models

    arXiv:2607.05238v1 Announce Type: new Abstract: JEPA world models predict the next latent state with a single deterministic predictor trained by latent regression. We show that this fails structurally when the environment is stochastic: at a branching transition, the regression-o…

  2. arXiv cs.AI TIER_1 English(EN) · Jianhua Yao ·

    MoP-JEPA: Hard-Assigned Predictor Mixtures for Stochastic JEPA World Models

    JEPA world models predict the next latent state with a single deterministic predictor trained by latent regression. We show that this fails structurally when the environment is stochastic: at a branching transition, the regression-optimal predictor outputs the conditional mean of…