The lottery ticket hypothesis in an adversarial setting
The lottery ticket hypothesis in an adversarial setting
The Lottery Ticket Hypothesis claims that neural networks used in machine learning get most of their performance from sub-networks that are already present
The lottery ticket hypothesis in an adversarial setting In parallel, the Lottery Ticket Hypothesis suggests that there exists some win- ning tickets ( , a properly pruned
The Lottery Ticket Hypothesis claims that neural networks used in machine learning get most of their performance from sub-networks that are already present
lottery sambad night atta result The lottery ticket hypothesis encompasses the idea that small sub- networks can be found within large neural networks which can
The lottery ticket hypothesis states that a randomly-initialized neural network contains a small subnetwork which, when trained in isolation
lottery links The lottery ticket hypothesis suggests that if we can find this lucky subnetwork, we can train small, sparsified networks to high performance,
Lottery Ticket Hypothesis raises keen attention to identifying sparse trainable subnetworks, or winning tickets, of training, which can be trained in
Materials
Materials
Crafted from Italian cow leather, and suede. Comes with switchable straps, can be used as top handle bag or shoulder bag. Ultrasuede® interior.
Shipping & Returns
Shipping & Returns
Free shipping and returns available on all
orders!
We ship all US domestic orders
within 5-10 business days!
Dimensions
Dimensions
h:14 X w:19 cm (5 1/2 X 7 1/2 in)
Care Instructions
Care Instructions
Share
The lottery ticket hypothesis in an adversarial setting
This repository contains a Pytorch implementation of the paper The Lottery Ticket Hypothesis: Finding Sparse, Trainable Neural Networks by Jonathan Frankle and
-
Free Shipping
We offer free worldwide express shipping on all orders. You'll receive your order an estimated 1–4 days after shipment.
-
Hassle-Free Exchanges
Exchanges are free. Try from the comfort of your home. We will collect from your home, work or an alternative address.