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ACL 2026aclfindings

Scaling Laws for Code: Every Programming Language Matters

Jian Yang, Shuyue Guo, Linzheng Chai, Wei Zhang, Aishan Liu, Chuan Hao, Zhoujun Li, Xin Zhao, Xianglong Liu, Weifeng Lv, Bryan Dai

Beijing University of Aeronautics and Astronautics · Qwen team, Alibaba Group · Beihang University · IQuest · Renmin University of China · ubiquant

PDF 由论文原始站点提供,PaperCompass 不保存论文文件。DOI 10.18653/v1/2026.findings-acl.487 ↗

摘要

Large language models (LLMs) are powerful but costly to train, with scaling laws predicting performance from model size, data, and compute. However, different programming languages (PLs) have varying impacts during pre-training that significantly affect base model performance, leading to inaccurate performance prediction. Existing works focus on language-agnostic settings, neglecting the inherently multilingual nature of modern software development. Therefore, it is first necessary to investigate the scaling laws of different PLs, and then consider their mutual influences to arrive at the final multilingual scaling law. In this paper, we present the first systematic exploration of scaling laws for multilingual code pre-training, conducting over 1000+ experiments (Equivalent to 336,000+ H800 hours) across multiple PLs, model sizes (0.2B to 14B parameters), and dataset sizes (1T tokens). We establish scaling laws for code LLMs across multiple programming languages, showing that interpreted languages benefit more from increased scale than compiled ones. Multilingual pre-training provides synergistic benefits, especially between syntactically similar languages, with parallel pairing (concatenating code with translations) significantly enhancing cross-lingual abilities. We propose a proportion-dependent multilingual scaling law that optimally allocates training tokens by prioritizing high-utility languages (e.g., Python), balancing high-synergy pairs (e.g., JavaScript-TypeScript), and reducing allocation to fast-saturating languages (e.g., Rust), achieving superior performance across all languages compared to uniform distribution.