David Sutter

45 posts

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David Sutter

David Sutter

@quantum_sutter

Quantum information theorist at @IBMResearch

参加日 Ocak 2020
13 フォロー中616 フォロワー
David Sutter
David Sutter@quantum_sutter·
@yaoyunshi @marcotomamichel @giulia_qp I am not an expert on these applications, but as far as I know there we are interested in statements involving the trace-distance which is related to the fidelity (via Fuchs-van der Graaf) and hence Uhlmann's theorem is relevant. Not sure how other relative entropies could help
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Yaoyun Shi
Yaoyun Shi@yaoyunshi·
@quantum_sutter @marcotomamichel @giulia_qp Among the many amazing implications of U’s are the impossibility of q bit commitment and in device-ind qcrypt a seed being globally uniform seed is equivalent to uniform-to-device, making composition security trivial. Any implications of your result on qcrypt or others?
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David Sutter
David Sutter@quantum_sutter·
Uhlmann's theorem states that the fidelity of two states rho and sigma can be expressed in terms of their purifications (where the fidelity simplifies). In arxiv.org/abs/2502.01749 we (with @giulia_qp and Renato Renner) generalize Uhlmann's theorem to Rényi relative entropies.
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David Sutter
David Sutter@quantum_sutter·
on bluesky now as `quantum-sutter`
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Marco Tomamichel
Marco Tomamichel@marcotomamichel·
I am very happy to share that I have been promoted to tenured full professor at NUS. It is a good time to reflect and thank all my mentors and collaborators over the last 15 years.
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Monit Sharma
Monit Sharma@_MonitSharma·
@quantum_sutter Was just reading your previous paper on the same topic. The interesting findings you mentioned should come with a spoiler alert. Although it'll be interesting to know how classical simulation does not help in the recent paper.
Monit Sharma tweet media
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David Sutter
David Sutter@quantum_sutter·
We finally understand how to (optimally) cut arbitrary two-qubit gates. Two interesting findings: (1) cutting multiple gates jointly is always cheaper than cutting them individually (2) classical communication does not help ---> check out arxiv.org/abs/2312.11638
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David Sutter
David Sutter@quantum_sutter·
@_MonitSharma This work was 1.5 years before our recent paper arxiv.org/abs/2312.11638. At that time we had (and still have some) protocols for cutting gates with LOCC that we don't know how to cut with LO. But we don't have a proof that it is not possible (with the same overhead) with LO.
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David Sutter
David Sutter@quantum_sutter·
Follow up work on the effective dimension (with M. Datres, GP. Leonardi, @AFigalli): (i) stronger generalization bound (ii) lower bound that can be computed efficiently (for Markovian models) (iii) new simulation results --> check out arxiv.org/abs/2401.09184
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David Sutter
David Sutter@quantum_sutter·
Which of the two cuts below (dotted red vs dashed blue) is better? And what are the optimal costs? --> check out arxiv.org/abs/2302.03366
David Sutter tweet media
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sylvain Gigan
sylvain Gigan@sylvaingigan·
#quiz « it runs in the family » can you find the longest dynasties of physicists ? (besides the Curie)
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David Sutter
David Sutter@quantum_sutter·
Does classical communication between (small) quantum computers help to run large computations? We show it does. Check out arxiv.org/abs/2205.00016
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David Sutter
David Sutter@quantum_sutter·
How does entropy accumulate? Check out our recent generalization of the EAT arxiv.org/abs/2203.04989 [joint work with Tony, Omar, and Renato]
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David Sutter がリツイート
Amira Abbas
Amira Abbas@AmiraMorphism·
New arXiv paper out! Purely classical machine learning :) in collaboration with @quantum_sutter @AFigalli and Stefan Woerner. We define and motivate a measure of capacity for ML models: the local effective dimension. We show how this quantity bounds generalization error 1/3
Amira Abbas tweet media
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