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Kinetic-Optimal Scheduling with Moment Correction for Metric-Induced Discrete Flow Matching in Zero-Shot Text-to-Speech

NeurIPS 2026 · Image generation › Autoregressive and latent generation · approach: Neural text-to-speech synthesis · 0 citations (OpenAlex)

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Proposes GibbsTTS: a training-free constant-Fisher-Rao-speed scheduler and a finite-step moment correction for metric-induced discrete flow matching, applied to codec-token zero-shot TTS.

Problem

Metric-induced discrete flow matching (MI-DFM) relies on heuristic time schedulers needing hyperparameter search and suffers finite-step path-tracking error from a first-order CTMC solver, limiting its use in zero-shot TTS.

Approach

Derives a kinetic-optimal (constant Fisher-Rao speed) scheduler for prescribed scalar-parameterized paths and computes it numerically from token-embedding distance matrices, plus a finite-step moment correction that adjusts only the jump probability while keeping the jump destination distribution fixed.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Emilia-en Emilia-zh LibriTTS test-clean Seed-TTS test-en Seed-TTS test-zh CosyVoice 3 test sets

Benchmarks: Seed-TTS test-en Seed-TTS test-zh CosyVoice 3 en CosyVoice 3 zh

Metrics: UTMOS WER CER SIM CMOS SMOS

Baselines: MI-DFM grid-searched scheduler Masked DFM closed-form KO DiFlow-TTS MaskGCT F5-TTS OmniVoice Spark-TTS FireRedTTS-2 IndexTTS2 CosyVoice 2 CosyVoice 3 Qwen3-TTS

Builds on: metric-induced discrete flow matching discrete flow matching MaskGCT kinetic-optimal discrete probability paths DiT

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