Due to requests, we are extending the deadline to Wednesday, October 5th
11:59pm Anywhere On Earth for the INTERPOLATE: first Workshop on
Interpolation Regularizers and Beyond @ NeurIPS 2022.

Link: https://sites.google.com/view/interpolation-workshop

Objectives

Interpolation-based methods are an increasingly popular approach to
regularize deep models. For example, the mixup data augmentation method
constructs synthetic examples by linearly interpolating random pairs of
training data points. Recent work has also explored interpolating in the
parameters of different models. During their half-decade lifespan,
interpolation regularizers have become ubiquitous and fuel state-of-the-art
results in virtually all domains, including computer vision and medical
diagnosis.

Interpolation regularizers are becoming a standard tool in machine
learning, but our understanding of why and how they work is still in its
infancy. Even in simpler problem settings such as supervised learning, it
remains a puzzling fact that one can build a better image classifier by
training only on random combinations of pairs of examples. What aspect of
deep neural networks are these regularizers enforcing? What is the
theoretical basis of “learning from multiple examples”? How can it guide
the development of the next generation of fairer, more robust machines?
What are the similarities and differences between methods that interpolate
data and the ones that interpolate parameters?

This workshop brings together researchers and users of interpolation
regularizers to foster research and discussion to advance and understand
interpolation regularizers. This inaugural meeting will have no shortage of
interactions and energy to achieve these exciting goals. *We are reserving
a few complimentary workshop registrations for accepted paper authors who
would otherwise have difficulty attending. *Please reach out if this
applies to you.

Suggested topics include, but are not limited to the intersection between
interpolation regularizers and:

   -

   Domain generalization
   -

   Semi-supervised learning
   -

   Privacy-preserving ML
   -

   Theory
   -

   Robustness
   -

   Fairness
   -

   Vision
   -

   NLP
   -

   Medical applications

Invited speakers

   -

   Chelsea Finn, Stanford: Repurposing Mixup for Robustness and Regression
   -

   Sanjeev Arora, Princeton: Interpolation and data-preserving machine
   learning
   -

   Kenji Kawaguchi, National Univ. Singapore: On the developments of the
   theory of Mixup
   -

   Youssef Mroueh, IBM: Interpolation-based regularizers and fairness
   -

   Alex Lamb, Microsoft Research: What matters in the world?  Exploring
   algorithms for provably ignoring irrelevant details and distractions

Important dates

   -

   Paper submission deadline: September 22, 2022 Wednesday, October 5th
   11:59pm Anywhere On Earth
   -

   Paper acceptance notification: October 14, 2022 Wednesday, October 19th
   -

   Workshop: December 2, 2022

Submission Information

Authors are invited to submit short papers with up to 4 pages, but
unlimited number of pages for references and supplementary materials. The
submissions must be anonymized as the reviewing process will be double
blind. Please use the NeurIPS template
<https://neurips.cc/Conferences/2022/PaperInformation/StyleFiles> for
submissions.

This is a *non-archival* workshop. To foster discussion as much as
possible, *we welcome both new submissions and works that have been already
published during the COVID-19 pandemic.* The venue of publication should be
clearly indicated during submission for such papers.

Submission Link:
https://openreview.net/group?id=NeurIPS.cc/2022/Workshop/INTERPOLATE

Workshop Chairs

   -

   Yann N. Dauphin, Google Research
   -

   David Lopez-Paz, Meta AI
   -

   Vikas Verma, MILA and Aalto University
   -

   Boyi Li, Cornell University

Contact us at interpolation.works...@gmail.com

Program Committee

Interested in co-organizing INTERPOLATE @ NeurIPS 2022? We are hiring a
program Committee to help us craft a list of high-quality accepted papers.
If you are interested, get in touch with us at:
interpolation.works...@gmail.com
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