Learning geometry-aware representations: 3D object and human pose inference
Kostas Daniilidis
UPenn
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2019-07-02 13:00:00
2019-07-02 14:00:00
America/New_York
Learning geometry-aware representations: 3D object and human pose inference
Traditional convolutional networks exhibit unprecedented robustness to intraclass nuisances when trained on big data. However, such data have to be augmented to cover geometric transformations. Several approaches have shown recently that data augmentation can be avoided if networks are structured such that feature representations are transformed the same way as the input,a desirable property called equivariance. We show in this talk that global equivariance can be achieved for the case of 2D scaling, rotation, and translation as well as 3D rotations. We show state of the art results using an order of magnitude lower capacity than competing approaches. Moreover, we show how such geometric embeddings can recover the 3D pose of objects without keypoints or using ground-truth pose on regression. We finish by showing how graph convolutions enable the recovery of human pose and shape without any 2D annotations.Bio:Kostas Daniilidis is the Ruth Yalom Stone Professor of Computer and Information Science at the University of Pennsylvania where he has been faculty since 1998. He is an IEEE Fellow. He was the director of the GRASP laboratory from 2008 to 2013, Associate Dean for Graduate Education from 2012-2016, and Faculty Director of Online Learning 2012-2017. He obtained his undergraduate degree in Electrical Engineering from the National Technical University of Athens, 1986, and his PhD in Computer Science from the University of Karlsruhe, 1992. He is co-recipient of the Best Conference Paper Award at ICRA 2017 and Best Paper Finalist at IEEE CASE 2015, RSS 2018, and CVPR 2019. Kostas’ main interest today is in geometric deep learning, event-based cameras, and action representations as applied to vision based manipulation and navigation.
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