Language-Statistical Analysis of Neural Audio Codec Tokens Across Architectures, Corpora, and Noise Conditions

📅 2026-08-31
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🤖 AI Summary
本文通过多种统计方法分析了13种神经音频编码器在不同噪声条件下的token序列特性,发现噪声类型和编码器设计对统计特征有显著影响。
📝 Abstract
Neural audio codecs (NACs) convert speech into discrete token sequences, and prior work has reported that these sequences follow language-like statistical laws. This paper analyzes the token statistics of 13 NACs spanning multi-codebook residual vector quantization (RVQ), single-codebook VQ, and non-VQ designs, evaluated on three corpora under clean, white-noise, and real-world DEMAND-noise conditions. Zipf and Heaps parameters, unigram entropy, codebook occupancy, and Jensen-Shannon divergence (JSD) are estimated from matched token samples with explicit fit-validity safeguards and family-conditional $n$-gram orders. Corpus identity explains little variance in any metric, whereas acoustic condition and quantizer meta-category dominate in a metric-dependent way, and unigram entropy is the metric most strongly associated with meta-category. Clean-to-noise JSD computed at a common unigram order is associated with mel-cepstral distortion most clearly under DEMAND noise. The collapse and explosion degradation signatures previously reported for RVQ codecs concentrate in RVQ cells under white and DEMAND noise, respectively; explosion also occurs in non-VQ codecs, and single-codebook VQ codecs shift in occupancy and distribution shape without either signature. These results provide architecture-conditioned conventions for applying language-statistical analysis to NAC tokens.
Problem

Research questions and friction points this paper is trying to address.

Neural Audio Codecs
Token Statistics
Noise Conditions
Quantizer Meta-Category
Unigram Entropy
Innovation

Methods, ideas, or system contributions that make the work stand out.

Neural Audio Codecs
Token Statistics
Acoustic Condition
Quantizer Meta-Category
Jensen-Shannon Divergence
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