namkoong-lab/LatentGym_Qwen3-8B_10episodes_MultiLatent_number_guessing
The namkoong-lab/LatentGym_Qwen3-8B_10episodes_MultiLatent_number_guessing model is an 8 billion parameter Qwen3-based language model, fine-tuned using the GRPO algorithm for in-context meta-learning. It specializes in the 'number_guessing' environment within the LatentGym testbed, specifically trained to handle tasks involving three latent variables over 10 episodes. This model is optimized for adaptive problem-solving in environments requiring dynamic inference of underlying latent structures.
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Model Overview
This model, LatentGym_Qwen3-8B_10episodes_MultiLatent_number_guessing, is an 8-billion parameter variant of the Qwen3 architecture, developed by namkoong-lab. It has been fine-tuned using the GRPO (Gradient-based Reinforcement Learning with Policy Optimization) algorithm, specifically for in-context meta-learning within the LatentGym testbed.
Key Capabilities
- In-context Meta-learning: Designed to adapt and learn new tasks or variations within a given environment without explicit retraining.
- Number Guessing Environment: Specialized in the
number_guessingenvironment, which involves inferring numerical patterns or rules. - Multi-Latent Handling: Trained to manage scenarios with three distinct latent variables (
set_of_2,set_of_3,dynamic_range) during its training phase, enhancing its ability to generalize to similar latent structures. - Episodic Learning: Optimized for tasks that unfold over 10 episodes, focusing on cumulative reward (Σᵢ Gᵢ).
Training Details
The model was fine-tuned from Qwen/Qwen3-8B using specific hyperparameters including an AdamW optimizer with a learning rate of 5e-07, a constant learning rate schedule with warmup, and a KL coefficient β of 0.04. Training involved 20 epochs with a max generation length of 64 tokens and a sampling temperature of 0.8.
Good for
- Research into meta-learning and in-context adaptation for LLMs.
- Experiments within the LatentGym framework, particularly for the
number_guessingtask. - Developing agents that need to quickly infer and adapt to underlying latent structures in sequential decision-making problems.