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Can Single Neurons Solve MNIST? The Computational Power of Biological Dendritic Trees
Ilenna Simone Jones, Konrad Paul Kording : https://arxiv.org/abs/2009.01269
#Neurons #DeepLearning #Cognition
ConvNets helping the visually impaired.
Wearable AI devices are going to become ubiquitous over the next decade.

I met the OrCam folks when they were just starting.
They've made a lot of progress in low-power ConvNet chips.

OrCam was founded by Amnon Shashua who also founded MobilEye (now part of Intel).

https://m.youtube.com/watch?feature=youtu.be&v=82oAUwwwG2Q

Post by yan lecun
Very nice article by M. Aminian in SIAM News ennoscriptd "The Connection Between Applied Mathematics and Deep Learning".

The article dissects and explains in very clear terms the gist of my plenary talk at the recent SIAM Mathematics of Data Science conference ennoscriptd "The Deep Learning - Applied Mathematics Connection".

It discusses the specifics of optimization as it pertains to DL (stochastic optimization in high-dimensional spaces), the surprising fact that widely overparamterized DL models work well, the use of DL in traditional applications of scientific computing: PDE solving, lattice quantum computation, graph convolutional nets and the connection with Fourier transform, and the rising topic of self-supervised learning.

The methods of Applied Mathematics could help explain some of the mysteries of deep learning

SIAM News paper: https://sinews.siam.org/Details-Page/the-connection-between-applied-mathematics-and-deep-learning

Video of my talk: https://youtu.be/9sqoe_krQ1E