argymouz's profile picture. CS PhD Student @ UWaterloo with focus on Statistics, Machine Learning and Differential Privacy

Argyris Mouzakis

@argymouz

CS PhD Student @ UWaterloo with focus on Statistics, Machine Learning and Differential Privacy

Joined August 2021
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Argyris Mouzakis Reposted

After a long but very thoughtful review and revision process, this paper was finally accepted to the Journal of the American Statistical Association (JASA)! Congrats to the junior authors Matthew Regehr (@matt19234), Argyris Mouzakis (@argymouz), and Vikrant Singhal (@vkerdos).

🧵 "A Bias-Variance-Privacy Trilemma for Statistical Estimation," with @argymouz, Matthew Regehr, @vkerdos, @shortstein, and @thejonullman arxiv.org/abs/2301.13334 Private estimators MUST be biased! 1/n

thegautamkamath's tweet image. 🧵 "A Bias-Variance-Privacy Trilemma for Statistical Estimation," with @argymouz, Matthew Regehr, @vkerdos, @shortstein, and @thejonullman.

arxiv.org/abs/2301.13334

Private estimators MUST be biased! 1/n


Argyris Mouzakis Reposted

The simplest possible optimal PAC learner? New arXiv preprint: arxiv.org/abs/2403.08831

kasperglarsen's tweet image. The simplest possible optimal PAC learner?

New arXiv preprint: arxiv.org/abs/2403.08831

Argyris Mouzakis Reposted

🧵New paper: "Not All Learnable Distribution Classes are Privately Learnable" to appear in #ALT2024. We refute a conjecture of @ashtiani_hassan We show that there exists a learnable distribution class which is not privately learnable. w @markmbun @argymouz @vkerdos 1/n

thegautamkamath's tweet image. 🧵New paper: "Not All Learnable Distribution Classes are Privately Learnable" to appear in #ALT2024.

We refute a conjecture of @ashtiani_hassan. We show that there exists a learnable distribution class which is not privately learnable.

w @markmbun @argymouz @vkerdos 1/n

Argyris Mouzakis Reposted

🧵Highlighting a SODA 2024 accepted paper, "Sorting and Selection in Rounds with Adversarial Comparisons," authored *solely* by @WaterlooMath undergraduate Chris Trevisan. This is the only single-authored paper by an undergrad in this SODA, a huge achievement!! Read on 👇1/n

thegautamkamath's tweet image. 🧵Highlighting a SODA 2024 accepted paper, "Sorting and Selection in Rounds with Adversarial Comparisons," authored *solely* by @WaterlooMath  undergraduate Chris Trevisan. 

This is the only single-authored paper by an undergrad in this SODA, a huge achievement!! Read on 👇1/n

Thanks @thegautamkamath both for posting this and for advising and supporting me! It's a privilege to be part of @TheSalonML ! Also, thanks to all of my co-authors and mentors for their support (Matt Regehr, @vkerdos, @shortstein and @thejonullman)!

Congratulations to my PhD student Argyris Mouzakis (@argymouz) on being awarded the Onassis Foundation Scholarship! This scholarship has supported some of the most brilliant scientists in the Greek diaspora, and Argyris is no exception. argymouz.github.io

thegautamkamath's tweet image. Congratulations to my PhD student Argyris Mouzakis (@argymouz) on being awarded the Onassis Foundation Scholarship! This scholarship has supported some of the most brilliant scientists in the Greek diaspora, and Argyris is no exception. argymouz.github.io


Argyris Mouzakis Reposted

Congrats to Duchi-Haque-Kuditipudi (arxiv.org/abs/2301.07078) and Brown-Hopkins-Smith (arxiv.org/abs/2301.12250) on #COLT2023 best student paper for their works on differentially private mean estimation! Wanna know what their works are about? Read on 🧵1/n

#COLT2023 Mark Fulk award for best student paper is shared by two papers



Argyris Mouzakis Reposted

I was at a sensational combinatorics seminar in Cambridge yesterday, reminiscent of the time I had been tipped off that Andrew Wiles's seminar at the Newton Institute on Wednesday 23rd June 1993 might be worth going to. 🧵 arxiv.org/abs/2303.09521


Argyris Mouzakis Reposted

Congrats to @UWCheritonCS colleagues Niki Hasrati (@niki_hasrati) & Shai Ben-David (@shaibendavid5) on best paper at #ALT2023. Main result shows when an online learner must be computable, it's no longer characterized by Littlestone dimension. Check it out: arxiv.org/abs/2302.04357

thegautamkamath's tweet image. Congrats to @UWCheritonCS colleagues Niki Hasrati (@niki_hasrati) & Shai Ben-David (@shaibendavid5) on best paper at #ALT2023. Main result shows when an online learner must be computable, it's no longer characterized by Littlestone dimension. Check it out: arxiv.org/abs/2302.04357

Congratulations to Niki Hasrati @niki_hasrati and Shai Ben-David for their paper "On Computable Online Learning" that has been selected for the best paper award at #ALT2023. We thank the authors for their contribution and look forward to celebrating soon in Singapore (Feb 20-23)!



Argyris Mouzakis Reposted

⚠️🚨BONUS TWEET 🚨⚠️ Be sure to also check out this other paper posted at the same time, by @thesasho and Haohua Tang, also focused on unbiased algorithms in differential privacy. Despite similarities in the titles, the settings are mostly different. arxiv.org/abs/2301.13850 9/8


Special congratulations to Matt (currently a Master's student - he's not on twitter afaik) who, out of the junior people, is the person who lead this project!

🧵 "A Bias-Variance-Privacy Trilemma for Statistical Estimation," with @argymouz, Matthew Regehr, @vkerdos, @shortstein, and @thejonullman arxiv.org/abs/2301.13334 Private estimators MUST be biased! 1/n

thegautamkamath's tweet image. 🧵 "A Bias-Variance-Privacy Trilemma for Statistical Estimation," with @argymouz, Matthew Regehr, @vkerdos, @shortstein, and @thejonullman.

arxiv.org/abs/2301.13334

Private estimators MUST be biased! 1/n


Argyris Mouzakis Reposted

3 papers on efficient and differentially private learning of Gaussians in #colt2022 ! Interestingly each paper uses a different approach. Core challenge is handling covariances with high condition numbers. You cannot simply add isotropic noise; it has to "scale" with data [1/5]


Argyris Mouzakis Reposted

A really nice paper on lower bounds for private estimation by @thegautamkamath, Argyris Mouzakis, and @vkerdos 1/4 arxiv.org/abs/2205.08532


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