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Invariant Risk Minimization


Jul 12 2019 hardmaru

Invariant Risk Minimization is a beautiful paper that I'll need to study deeply. Main idea: “To learn invariances across environments, find a data representation such that the optimal classifier on top of that representation matches for all environments.”
5 replies, 251 likes

Jul 08 2019 jörn jacobsen

Long-awaited and beautiful paper on "Invariant Risk Minimization" by Arjovsky et al. studies relationship between invariance, causality and the many pitfalls of ERM when biasing models to simple functions. Love the Socratic dialogue the paper ends with...
0 replies, 222 likes

Jul 23 2019 Thomas G. Dietterich

@zittrain Machine Learning is at the cusp of a "causality revolution" driven by intellectual debt and the framework of @yudapearl. An important recent paper: Invariant Risk Minimization Two more pioneers in this effort: @eliasbareinboim and @suchisaria
1 replies, 52 likes

Aug 28 2019 Reiichiro Nakano

If anyone's interested in Invariant Risk Minimization ( by Arjovsky, et. al, here's my attempt at reproducing the "Colored MNIST" experiments from the paper. Colab: Repo:
1 replies, 50 likes

Jul 09 2019 Ishaan Gulrajani

Very happy to share our work on invariance, causality, and out-of-distribution generalization! With Martín Arjovsky, Léon Bottou, David Lopez-Paz.
0 replies, 48 likes

Jul 10 2019 Daisuke Okanohara

They propose a new training paradigm "Invariance Risk Minimization" (IRM) to obtain invariant predictors against environmental changes. In addition to ERM, IRM adds the gradient norm penalty of "dummy" classifier for each environment. Very impressive work
0 replies, 40 likes

Jul 25 2019 Suchi Saria

Tom, I hope this is the case but I still see reluctance in the community towards stating what’s true in the world (this goes against ML instinct of de novo) & desire to clearly understand whether what’s inferred is correct (because beating SOTA is a common yardstick).
0 replies, 26 likes

Dec 04 2019 Federico Pernici

"Learning Representations Using Causal Invariance" Leon Bottou. Invited Talk #ICLR2019 It describes: "Invariant Risk Minimization" 🔥
0 replies, 16 likes

Jul 12 2019 Ferenc Huszár🇪🇺

I have one question: who's Eric, and does he have a Twitter account? I have a few things to say...
1 replies, 14 likes

Mar 13 2020 David Krueger

Our method, Risk Extrapolation (REx), is a simple and competitive alternative to Invariant Risk Minimization (IRM based on robust optimization. We use negative weights, or a variance penalty, to encourage 𝘀𝘁𝗿𝗶𝗰𝘁 equality of training risks:
2 replies, 8 likes

Jul 08 2019 Victor Veitch

This paper extending ERM to account for causal structure is creative, well-written, and tackles a very interesting and important problem. Most importantly, it's beautiful. Highly recommend.
0 replies, 7 likes

Jul 19 2019 Ed Henry

Time well spent these last few days. Arjovski et al.'s Invariant Risk Minimization (IRM) paper has been a great list of references and material worth spending time with. IRM Paper : Book :
1 replies, 7 likes

Dec 18 2019 Alfredo Canziani

@reiinakano @ylecun @kchonyc @joanbruna @heinzedeml
0 replies, 6 likes

Jul 21 2019 Adarsh Subbaswamy

For high dimensional structured inputs (e.g., text/images), it's the same principle behind the recent Invariant Risk Minimization preprint ( and related ideas therein. 2/2
0 replies, 5 likes

Jan 01 2020 Jason Mancuso

@tdietterich @zacharylipton I'm curious how this relates to Invariant Risk Minimization from Arjofsky et al: Unfortunately, no citation in either direction
1 replies, 5 likes

Nov 06 2019 Shane Gu

Very cool work from Martin called invariant risk minimization. Summary: out-of-distribution generalization requires disentangling invariant correlations from sporadic ones, using data from different interventions of same causal structure.
0 replies, 4 likes

Jul 12 2019 Florian Mai

You may also want to have a look at Bottou's nice ICLR talk about this work. Starts at ~0:12:00.
1 replies, 2 likes

Jan 31 2020 Peter Steinbach

My heart jumps to see these IMHO essentially philosophical discussions in ML related papers. Galilei and other giants on whose shoulders we walk would be delighted. Thanks @zacharylipton @samcharrington @twimlai for sharing this gem.
0 replies, 1 likes

Jul 12 2019 Stephen Borstelmann

This seems true - see second photo
0 replies, 1 likes

Jul 10 2019 Jigar Doshi

Also, I like the concluding informal dialogue section. It says "[We also encourage the reader to grab a cup of coffee.]" :-)
0 replies, 1 likes