Q-MAGIC: Quad-only Mesh Autoregressive Generation via Singularity-Aware Circular Relative Offset Tokenization
To address this, we propose Q-MAGIC, a novel autoregressive model for quad mesh generation.
ProofPaper ↗
Key points
- Autoregressive models have proven effective for triangular mesh generation by transforming it into predicting the next face, converting the non-differentiable connectivity prediction into a sequence of token predictions.
- We first introduce a tailored serialization scheme for quad meshes, which requires at least two new vertices for the next face and is less flexible than triangles due to strict wiring constraints.
- To meet these requirements and reduce serialization length, we propose a singularity-aware serialization that prioritizes wiring from singular points, leading to more coherent traversals.
- Additionally, we propose a circular relative offset tokenization that encodes geometry mainly via local relative offsets.
Sources (1)
- [1]Q-MAGIC: Quad-only Mesh Autoregressive Generation via Singularity-Aware Circular Relative Offset TokenizationarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 14, 08:28 AM
To address this, we propose Q-MAGIC, a novel autoregressive model for quad mesh generation.
Autoregressive models have proven effective for triangular mesh generation by transforming it into predicting the next face, converting the non-differentiable connectivity prediction into a sequence of token predictions.
Extractive summary: sentences quoted from the sources.
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