While you're oscillating between @unireps and @NeurReps, stop by NeurReps to hear from Evangelos Chatzipantazis (@EChatzipantazis) on
"BiEquiFormer: Bi-Equivariant Representations for Global Point Cloud Registration"!
Today at 4:30p in East Exhibit Hall A-C,
Poster #2210 #NeurIPS2024@stefanos_pert , @EChatzipantazis and Shubendhu Trivedi @_onionesque will present our new approach to getting better (but approximate) equivariant models!
https://t.co/UoQTbmaix5
Join us on Monday October. 14th at 2pm (UTC+4) in #IROS2024 Workshop on Equivariant Robotics.
A great lineup of keynote speakers will discuss how symmetry penetrates each and every subfield of robotics.
Website and Zoom Link: https://t.co/841TWqfvWq
Should have thought to make a serious post. But this work on improving training of equivariant NNs will appear at NeurIPS https://t.co/FnqHzyweF1
With Stefanos Pertigkiozoglou (@stefanos_pert) Evangelos Chatzipantazis (@EChatzipantazis), and Kostas Daniilidis (@KostasPenn).
🤖New cool workshop in #IROS2024 on "Equivariant Robotics: The Role of #Symmetry Across #Perception, #Estimation, and #Control " .
🕸️ Check out our webpage: https://t.co/841TWqfvWq for
1. An amazing line-up of speakers.
2. Submit your contributions by August 16.
#AI#ML#Robots
Our Equivariant Vision workshop features five great speakers @erikjbekkers@HaggaiMaron@ninamiolane@_machc, and Leo Guibas, spotlight talks, posters, and a tutorial prepared for the vision audience. Come tomorrow, Tuesday, at 8:30am in Summit 321! Thank you @CongyueD for leading the organization!
https://t.co/tp7HaCoa4H
Fourier transform on groups turns convolution into multiplication. For non-commutative groups, it is matrix-matrix multiplication though … https://t.co/agPR4YN6eO https://t.co/A8RlE7CruM
1st post in a series accompanying our book on equivariant CNNs.
It is meant to give an easy intro to the main concepts/intuitions behind equivariant DL. I explain *what* equivariant NNs are, *why* they are desirable, and *how* to construct them.
https://t.co/tT5U6VAveP
👇TL;DR🧵