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Posts by Ludovico Lami

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Turns out some ultimate limits may not be as ultimate as you think.

With Kaiyuan Ji we show how allowing just a little inconclusiveness is enough to beat fundamental bounds in quantum hypothesis testing — and much more can be achieved by accepting higher costs.

arxiv.org/abs/2510.07601

6 months ago 8 1 0 0

2nd paper proves that the pretty good measurement for a general bosonic ensemble is pretty good for estimation

Combining these results, the pretty good measurement for a bosonic Gaussian ensemble is Gaussian & pretty good for estimation. So this begs for an experimental realization

2/2

10 months ago 7 1 0 0
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Pretty good measurement for bosonic Gaussian ensembles The pretty good measurement is a fundamental analytical tool in quantum information theory, giving a method for inferring the classical label that identifies a quantum state chosen probabilistically f...

Two recent works joint w/ Hemant Mishra and @ludovicolami.bsky.social are ripe for quantum optics experimentalists to consider:

arxiv.org/abs/2303.04949
arxiv.org/abs/2505.20447

1st paper proves that the pretty good measurement for a bosonic Gaussian ensemble is a bosonic Gaussian measurement

1/2

10 months ago 11 3 1 0
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Happy Pi Day everyone! We are finally posting more photos!

Day 4 began with a dual feature on the generalized quantum Stein's lemma: Masahito Hayashi from The Chinese University of Hong Kong, Shenzen and Ludovico Lami from Scuola Normale Superiore (@sns.it)!

#MasahitoHayashi #LudovicoLami

1 year ago 4 1 0 0

I have a positive update regarding this matter:
The German National Library of Science and Technology in Hannover (TIB, www.tib.eu) confirmed that they will download and archive the entire arxiv.org as a safety measure.

1 year ago 32 7 4 1

Thanks a lot Jens, really honoured that you like the paper. Also the talk in Switzerland was an incredibly entertaining--and interactive--experience!

1 year ago 2 0 0 0
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Our third short plenary is a merged talk about a solution for the generalized quantum Stein’s lemma, and asymptotic quantification of entanglement with a single copy. @ludovicolami.bsky.social (#qusoft and @sns.it) #MarioBerta #BartoszRegula

1 year ago 3 2 0 0