ieva

@hyperboieva.bsky.social

Quantum information, useless information, generally informed. Quantum algorithms researcher at phasecraft.io https://ievacepaite.com/

When setting a default name for the PDFs your customers download for their records, maybe try to find a Goldilocks zone between Mercury ("getPDF.pdf" for every file) and the Oort Cloud ([64 hex digits guaranteed unique across the universe, and utterly meaningless to humans].pdf)

I’m sympathetic to the intent but LLMs and the tech hype cycle are not “the greatest innovations in STEM.” That plays into a divisive (and reductive) STEM-versus-the-humanities narrative. Most of us are on the same side here.

Joel S.@joelhs.bsky.social · 4mo ago

It's tragically appropriate that we spent a whole generation telling students that the humanities were moribund, and they should all study STEM, only for the greatest innovations in STEM to prove why the humanities were so essential all along.

Today Microsoft announce "Majorana 2", claiming they will build a “practical” quantum computer by 2029. This is of course massive PR bullshit. I could also speculate about the timing of this announcement, but unfortunately that will have to wait. For now, let's look at their preprint. 🧵 1/x

The trick is, when among mathematicians, to say you are a physicist so that they forgive you for not knowing very much math. Then, when among physicists, say you are a mathematician so that they forgive you for not knowing very much physics. In especially dire cases I might say I am a philosopher.

Always quite jarring for me to see discussions about arXiv which reveal how many people see the moderation as gatekeeping, or otherwise negative. Muddies the waters for me as to what they think the point of the website is.

Teaching LP and Randomized Rounding tomorrow! Excited to explain to my students how to express s-t mincut, a problem we know how to solve efficiently, as an ILP—a problem we don't.

The ILP formulation of s-t MinCut

If you are in Oxford and would like to learn about applied category theory, I'm giving a course at the Maths department. It's on Fridays, at 11 am, in L5. We start this week with monoidal categories and string diagrams.

The quantum adiabatic theorem says that a slowly perturbed system stays in its instantaneous ground state. Now researchers have shown that this principle holds for the opposite limit: The ground state remains the most likely state even for a system subjected to an instantaneous perturbation.

Extending the Adiabatic Theorem

Like its slowly perturbed counterpart, a rapidly perturbed quantum system stays closer to the ground state than to any excited state.

physics.aps.org