The task of music-driven dance generation involves creating coherent dance movements that correspond to the given music. While existing methods can produce physically plausible dances, they often struggle to generalize to out-of-set data. The challenge arises from three aspects: 1) the high diversity of dance movements and significant differences in the distribution of music modalities, which make it difficult to generate music-aligned dance movements. 2) the lack of a large-scale music-dance dataset, which hinders the generation of generalized dance movements from music. 3) The protracted nature of dance movements poses a challenge to the maintenance of a consistent dance style. In this work, we introduce the EnchantDance framework, a state-of-the-art method for dance generation. Due to the redundancy of the original dance sequence along the time axis, EnchantDance first constructs a strong dance latent space and then trains a dance diffusion model on the dance latent space. To address the data gap, we construct a large-scale music-dance dataset, ChoreoSpectrum3D Dataset, which includes four dance genres and has a total duration of 70.32 hours, making it the largest reported music-dance dataset to date. To enhance consistency between music genre and dance style, we pre-train a music genre prediction network using transfer learning and incorporate music genre as extra conditional information in the training of the dance diffusion model. Extensive experiments demonstrate that our proposed framework achieves state-of-the-art performance on dance quality, diversity, and consistency.
翻译:音乐驱动舞蹈生成任务旨在创作与给定音乐相一致的连贯舞蹈动作。现有方法虽能生成物理上合理的舞蹈,但常难以泛化到未见过数据集。这一挑战源于三个方面:1)舞蹈动作的高度多样性及音乐模态分布的显著差异,使得生成与音乐对齐的舞蹈动作较为困难;2)缺乏大规模音乐-舞蹈数据集,阻碍了从音乐中生成泛化性舞蹈动作;3)舞蹈动作的长期持续性对保持一致的舞蹈风格构成挑战。本文提出EnchantDance框架,一种先进的舞蹈生成方法。鉴于原始舞蹈序列沿时间轴存在冗余,EnchantDance首先构建强大的舞蹈隐空间,然后在该隐空间上训练舞蹈扩散模型。为弥补数据缺口,我们构建了大规模音乐-舞蹈数据集ChoreoSpectrum3D Dataset,涵盖四种舞蹈流派,总时长70.32小时,是迄今报道中规模最大的音乐-舞蹈数据集。为增强音乐流派与舞蹈风格的一致性,我们利用迁移学习预训练音乐流派预测网络,并将音乐流派作为额外条件信息融入舞蹈扩散模型训练。大量实验表明,本文提出的框架在舞蹈质量、多样性和一致性上均达到了最优性能。