Generative Multiplane Images

Making a 2D GAN 3D-Aware

ECCV 2022 (Oral)


Xiaoming Zhao1,2,    Fangchang Ma1,    David Güera Cobo1,    Zhile Ren1
Alexander G. Schwing2,    Alex Colburn1


1Apple   
2University of Illinois, Urbana-Champaign



"What is really needed to make an existing 2D GAN 3D-aware?"

To answer this question, we modify a classical GAN, i.e., StyleGANv2, as little as possible. We find that only two modifications are absolutely necessary:

  1. A multiplane image style generator branch which produces a set of alpha maps conditioned on their depth;
  2. A pose-conditioned discriminator.

We refer to the generated output as a 'generative multiplane image' (GMPI) and emphasize that its renderings are not only high-quality but also guaranteed to be view-consistent, which makes GMPIs different from many prior works. Importantly, the number of alpha maps can be dynamically adjusted and can differ between training and inference, alleviating memory concerns and enabling fast training of GMPIs in less than half a day at a resolution of 10242. Our findings are consistent across three challenging and common high-resolution datasets, including FFHQ, AFHQv2 and MetFaces.


RGB and Geometry Split View


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Interactive MPI Viewer


We present several generated scenes in an interactive viewer. Please click each image to open the interactive viewer.
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Here are brief instructions for using the viewer.
We would like to thank the DeepView authors for their interactive MPI web viewer.


Results as Videos


The following videos present the appearance and geometry of 3D content generated by GMPI with random sampling. We use Marching Cubes to extract geometry from predicted alpha maps.

FFHQ 10242

AFHQCat 5122

MetFaces 10242


Bibtex

						
			@inproceedings{zhao-gmpi2022,
				title = {Generative Multiplane Images: Making a 2D GAN 3D-Aware},
				author = {Xiaoming Zhao
					and Fangchang Ma
					and David Güera
					and Zhile Ren
					and Alexander G. Schwing
					and Alex Colburn},
				booktitle = {Proc. ECCV},
				year = {2022},
			}
						
					

Acknowledgements

Work done as part of Xiaoming Zhao's internship at Apple. Supported in part by NSF grants 1718221, 2008387, 2045586, 2106825, MRI #1725729, NIFA award 2020-67021-32799