Alexander Stottmeister
@stotti-alex.bsky.social
190 followers 160 following 28 posts
I am a researcher in mathematics and physics working on complex quantum systems and quantum field theory. Recently, I am also interested in earth observation.
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Reposted by Alexander Stottmeister
virologistjoe.bsky.social
I made a sign for the lab with our informal lab motto, inspired by this convo between @itaiyanai.bsky.social and Martin Lercher: nightscience.buzzsprout.com/1744020/epis.... A good reminder that talking is among the best forms of thinking!
A plastic sign with a logogram of two people in conversation alongisde text that reads "There are no lone geniuses" Our new "There are no lone geniuses" sign mounted on the door to the lab.
Reposted by Alexander Stottmeister
amreibahr.bsky.social
Sie ist da: Die 1. Ausgabe meines #ArbeitInDerWiss Newsletters bei Steady, wo der Newsletter ab jetzt 1 neues Zuhause hat! 🤩 & dann auch noch 1 gemeinsamer Text mit @drkeichhorn.bsky.social! 🥰 Es geht um Kürzungen an Hochschulen & warum es nun Solidarität mit Geistes- & Sozialwissenschaften braucht.
Ins eigene Fleisch: Warum Kürzungen an Hochschulen allen schaden
von Amrei Bahr und Kristin Eichhorn
steady.page
Reposted by Alexander Stottmeister
arrr.de
Like embezzlement of entanglement but not von Neumann algebras?

Check out
arxiv.org/abs/2509.15749

where we show explicitly that generic Gaussian fermionic states provide universal embezzling families.

Plus: A novel bound relating trace distance of Gaussian states to their covariance matrices.
Gaussian fermionic embezzlement of entanglement
Embezzlement of entanglement allows to extract arbitrary entangled states from a suitable embezzling state using only local operations while perturbing the resource state arbitrarily little. A natural...
arxiv.org
Reposted by Alexander Stottmeister
arrr.de
🥳I am very happy to have been awarded an ERC Starting Grant that I will use to start my own group and explore the large-scale entanglement properties of complex quantum systems.

This would not have been possible without my fantastic collaborators and supervisors. A big "thank you" to all of you! 🙏
erc.europa.eu
📣 The ERC Starting Grant call results are out!

Find out which early-career researchers will receive funding this year, what they will be investigating, where they will be based... plus lots of other #ERCStG facts & figures for 2025!

➡️ buff.ly/IsafuFh

#FrontierResearch 🇪🇺#EUfunded #HorizonEurope
Reposted by Alexander Stottmeister
teorth.bsky.social
I wrote an op-ed on the world-class STEM research ecosystem in the United States, and how this ecosystem is now under attack on multiple fronts by the current administration: newsletter.ofthebrave.org/p/im-an-awar...
I’m an award-winning mathematician. Trump just cut my funding.
The “Mozart of Math” tried to stay out of politics. Then it came for his research.
newsletter.ofthebrave.org
Reposted by Alexander Stottmeister
teorth.bsky.social
#IPAM (the institute for pure and applied mathematics) is facing a critical shortfall for operating expenses due to an unexpected suspension of NSF funding www.ipam.ucla.edu/news/nsf-fun... . Donations for emergency continuity of operations funding can be made at

giving.ucla.edu/Campaign/Donat
www.ipam.ucla.edu
stotti-alex.bsky.social
If you find it strange that the inequality involves two arbitrary states, operator-valued weights come to your aid, giving meaning to the inverse of a state. This way, the inequality becomes a statement about the cp-odering of maps from B(H) to the subalgebras associated with systems B and BC.
operator-valued weight version of the operator version of strong subadditivity
Reposted by Alexander Stottmeister
arrr.de
Small paper w/ @lvanluijk.bsky.social and @stotti-alex.bsky.social: We revisit the amazing operator inequality by Lin et al. (arXiv:2211.13372), which implies strong sub-additivity of entropy and find that it's a special case of Connes' theory of spatial derivatives:

arxiv.org/abs/2508.03731
An inequality between density operators: \rho_A \otimes \sigma_{BC}^{-1} \geq \rho_{AB} \otimes \sigma_C^{-1}
Reposted by Alexander Stottmeister
Reposted by Alexander Stottmeister
andreealefterovici.bsky.social
Henrik will soon talk about entanglement in the thermodynamic limit at LUH :).
Reposted by Alexander Stottmeister
andreealefterovici.bsky.social
Are you a student or early-career researcher in quantum computing or quantum information? Then the following is for you.

We're organising a focused, community-driven conference at Leibniz Universität Hannover, hosted by Prof. Robert Raussendorf.

🗓️ Save the date: August 27–29, 2025
Reposted by Alexander Stottmeister
gregegansf.bsky.social
Science writer Amanda Gefter spent more than a decade tracking down the people who knew him, and diving into a vast store of his unpublished work and private papers.

A long read, but fascinating and moving.

Link: nautil.us/finding-pete...
Finding Peter Putnam
The forgotten janitor who discovered the logic of the mind
nautil.us
Reposted by Alexander Stottmeister
pennigulrich.bsky.social
Cardiff is hosting the 38th British Topology Meeting from 9th - 11th September 2025. The registration is now open! Come along if you are looking for some interesting talks about all things topological. Details can be found here: sites.google.com/view/btm38 #MathSky #topology #AcademicSky
38th BTM
The meeting will begin on Tuesday 9th September at 13:00 and will close around noon on Thursday 11th September. All talks will be held in Abacws.
sites.google.com
stotti-alex.bsky.social
For those wondering what embezzlement of entanglement is, I have heard from Henrik (@arrr.de) that the Cambridge Dictionary is preparing an updated version…
Definition of embezzlement of entanglement according to the upcoming edition of the Cambridge Dictionary:

The crime of secretly taking entanglement that is in your care or that belongs to an organization or business you work for.
stotti-alex.bsky.social
It is interesting to note that our results hold irrespective of the topology of the energy bands w.r.t. quasi-momenta, i.e., also critical points associated with topological phase transitions exhibit universal embezzlement, e.g., in the SSH model.
stotti-alex.bsky.social
By Jordan-Wigner duality, our results imply the same property for various ground state sectors of locally interacting spin chains. Technically, we prove that half-chain observable algebras of said models are type III_1 factors.