Signed, sealed, delivered. I am beyond excited to be joining @imperialcollege@ICComputing as an assistant professor (lecturer) in 2022. As a group, we will focus on 3D computer vision, geometric machine learning and topological data analysis. #CVPR#CVML#AI#ML#MachineLearning
Current image datasets are getting very large and pre-training on them is time consuming. We are releasing Neural Data Server (NDS), a search engine for transfer learning data! @yanxi0830@davidjesusacu#UofT
Webservice: https://t.co/3vg5uRlk2U
Paper: https://t.co/OEFWJKHETH
Our work on Gauge Equivariant CNNs made it into Quanta Magazine!
The article gives a nice overview on coordinate independent convolutions and connections between theoretical physics and deep learning.
Check out our poster #143 on general E(2)-Steerable CNNs tomorrow, Thu 10:45AM.
Our work solves for the most general isometry-equivariant convolutional mappings and implements a wide range of related work in a unified framework.
With @_gabrielecesa_#NeurIPS2019#NeurIPS
Check out "Scale-Equivariant Steerable Networks"
(https://t.co/deebcUIh6R).
It is joint work with Michał Szmaja and Arnold Smeulders.
We build scale-equivariant CNNs which do not use image rescaling and do not limit the admissible scale factors.
Three great papers and excellent talks from @umutsimsekli and https://t.co/H2FVNks09l. in #ICML2019. In just an hour. The last photo shows the question queue for the award winning talk with @leventsagun and Mert Gurbuzbalaban :-)
Come to our talk on Gauge Equivariant Convolutional Networks and Icosahedral CNNs today at 14:40 @ Grand Ballroom, #ICML2019.
Happy to discuss more details and connections to physics at poster #76 @ Pacific Ballroom, 18:30.
With @TacoCohen, @KicanaogluB and @wellingmax .
**NEW WORK** My masters student @diacon995 and I learn how to (group) convolve in our new paper "Learning to Convolve": https://t.co/obCv5xQ9wT accepted to @icmlconf. Simple idea with good results. TAKE HOME: Learned group equivariant weight basis > standard pixel basis
Interested in geometric and equivariant deep learning? Check out our latest paper on Gauge Equivariant CNNs, where we show how gauge theory makes it possible to build CNNs on general manifolds: https://t.co/NAZGve9YnP