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Dylan Campbell - Deep Declarative Networks

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Manage episode 317438028 series 3300270
Content provided by Itzik Ben-Shabat. All podcast content including episodes, graphics, and podcast descriptions are uploaded and provided directly by Itzik Ben-Shabat or their podcast platform partner. If you believe someone is using your copyrighted work without your permission, you can follow the process outlined here https://player.fm/legal.

PAPER TITLE:
"Deep Declarative Networks: a new hope"
AUTHORS:
Stephen Gould, Richard Hartley, Dylan Campbell
ABSTRACT:
We explore a new class of end-to-end learnable models wherein data processing nodes (or network layers) are defined in terms of desired behaviour rather than an explicit forward function. Specifically, the forward function is implicitly defined as the solution to a mathematical optimization problem. Consistent with nomenclature in the programming languages community, we name these models deep declarative networks. Importantly, we show that the class of deep declarative networks subsumes current deep learning models. Moreover, invoking the implicit function theorem, we show how gradients can be back-propagated through many declaratively defined data processing nodes thereby enabling end-to-end learning. We show how these declarative processing nodes can be implemented in the popular PyTorch deep learning software library allowing declarative and imperative nodes to co-exist within the same network. We also provide numerous insights and illustrative examples of declarative nodes and demonstrate their application for image and point cloud classification tasks.
💻SUBSCRIBE AND FOLLOW:
🎧Subscribe on your favourite podcast app: https://talking.papers.podcast.itzikbs.com
📧Subscribe to our mailing list: http://eepurl.com/hRznqb
🐦Follow us on Twitter: https://twitter.com/talking_papers
🎥YouTube Channel: https://bit.ly/3eQOgwP
TUTORIALS AND WORKSHOPS:
ECCV 2020 Tutorial
CVPR 2020 Workshop
CODE:
💻Codebase
💻Jupiter notebooks
PAPER:
"Deep Declarative Networks: a new hope" Preprint
"Deep Declarative Networks"
RELATED PAPERS:
📚"On differentiating parameterized argmin and argmax problems with application to bi-level optimization"
📚"OptNet: Differentiable Optimization as a Layer in Neural Networks" :
CONTACT:
-----------------
If you would like to be a guest, sponsor or just share your thoughts, feel free to reach out via email: talking.papers.podcast@gmail.com
#talkingpapers #TPAMI2021 #deepdeclarativenetworks
#machinelearning #deeplearning #AI #neuralnetworks #research #computervision #artificialintelligence
Recorded on March, 31th 2021.

🎧Subscribe on your favourite podcast app: https://talking.papers.podcast.itzikbs.com

📧Subscribe to our mailing list: http://eepurl.com/hRznqb

🐦Follow us on Twitter: https://twitter.com/talking_papers

🎥YouTube Channel: https://bit.ly/3eQOgwP

  continue reading

Chapters

1. Dylan Campbell - Deep Declarative Networks (00:00:00)

2. Intro (00:00:02)

3. Authors (00:00:21)

4. Abstract (00:00:52)

5. Motivation (00:03:18)

6. Related Work (00:09:14)

7. Approach (00:10:40)

8. Results (00:15:58)

9. Conclusions and future work (00:22:31)

10. What did reviewer 2 say? (00:25:15)

35 episodes

Artwork
iconShare
 
Manage episode 317438028 series 3300270
Content provided by Itzik Ben-Shabat. All podcast content including episodes, graphics, and podcast descriptions are uploaded and provided directly by Itzik Ben-Shabat or their podcast platform partner. If you believe someone is using your copyrighted work without your permission, you can follow the process outlined here https://player.fm/legal.

PAPER TITLE:
"Deep Declarative Networks: a new hope"
AUTHORS:
Stephen Gould, Richard Hartley, Dylan Campbell
ABSTRACT:
We explore a new class of end-to-end learnable models wherein data processing nodes (or network layers) are defined in terms of desired behaviour rather than an explicit forward function. Specifically, the forward function is implicitly defined as the solution to a mathematical optimization problem. Consistent with nomenclature in the programming languages community, we name these models deep declarative networks. Importantly, we show that the class of deep declarative networks subsumes current deep learning models. Moreover, invoking the implicit function theorem, we show how gradients can be back-propagated through many declaratively defined data processing nodes thereby enabling end-to-end learning. We show how these declarative processing nodes can be implemented in the popular PyTorch deep learning software library allowing declarative and imperative nodes to co-exist within the same network. We also provide numerous insights and illustrative examples of declarative nodes and demonstrate their application for image and point cloud classification tasks.
💻SUBSCRIBE AND FOLLOW:
🎧Subscribe on your favourite podcast app: https://talking.papers.podcast.itzikbs.com
📧Subscribe to our mailing list: http://eepurl.com/hRznqb
🐦Follow us on Twitter: https://twitter.com/talking_papers
🎥YouTube Channel: https://bit.ly/3eQOgwP
TUTORIALS AND WORKSHOPS:
ECCV 2020 Tutorial
CVPR 2020 Workshop
CODE:
💻Codebase
💻Jupiter notebooks
PAPER:
"Deep Declarative Networks: a new hope" Preprint
"Deep Declarative Networks"
RELATED PAPERS:
📚"On differentiating parameterized argmin and argmax problems with application to bi-level optimization"
📚"OptNet: Differentiable Optimization as a Layer in Neural Networks" :
CONTACT:
-----------------
If you would like to be a guest, sponsor or just share your thoughts, feel free to reach out via email: talking.papers.podcast@gmail.com
#talkingpapers #TPAMI2021 #deepdeclarativenetworks
#machinelearning #deeplearning #AI #neuralnetworks #research #computervision #artificialintelligence
Recorded on March, 31th 2021.

🎧Subscribe on your favourite podcast app: https://talking.papers.podcast.itzikbs.com

📧Subscribe to our mailing list: http://eepurl.com/hRznqb

🐦Follow us on Twitter: https://twitter.com/talking_papers

🎥YouTube Channel: https://bit.ly/3eQOgwP

  continue reading

Chapters

1. Dylan Campbell - Deep Declarative Networks (00:00:00)

2. Intro (00:00:02)

3. Authors (00:00:21)

4. Abstract (00:00:52)

5. Motivation (00:03:18)

6. Related Work (00:09:14)

7. Approach (00:10:40)

8. Results (00:15:58)

9. Conclusions and future work (00:22:31)

10. What did reviewer 2 say? (00:25:15)

35 episodes

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