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Shawn Geller

@shawngeller.bsky.social
141 followers 776 following 66 posts

Physicist at NIST Boulder, views are my own.

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Reposted by Shawn Geller
Maris Ozols @marisozols.bsky.social · 09/10/2026
You may finally rest easy at night since SICs exist in all dimensions! github.com/marozols/SIC... SICs are d² unit vectors in d complex dimensions with pairwise equal inner products. Their existences in all dimensions d was conjectured by Zauner in 1999. en.wikipedia.org/wiki/SIC-POVM
Diagram illustrating Lean proof of SIC existence
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Shawn Geller @shawngeller.bsky.social · 16/08/2026
The Arc de Triomphe is so big it has an arch in it. This raises the question of the Sierpinski arch: Can it be stably supported (assuming gravity is the only relevant factor)? Can it be sensibly arranged to have only finite height? Can someone 3D print one for me please
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Shawn Geller @shawngeller.bsky.social · 08/08/2026
Are we gonna get paper clipped here simonwillison.net/2026/Aug/7/o...
simonwillison.net
Now we have a timeline of the OpenAI accidental attack against Hugging Face
OpenAI gave a last-minute presentation at the Black Hat security on Wednesday about “the Hugging Face Incident” (previously on this blog). The video was published yesterday. It’s short and information...
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Reposted by Shawn Geller
Dave Bacon @dabacon.tachyon.institute · 06/08/2026
Unverified but BIG if true eprint.iacr.org/2026/1591
eprint.iacr.org
A Polynomial-Time Quantum Algorithm for the Dihedral Coset Problem
We present a polynomial-time quantum algorithm for the Dihedral Coset Problem (DCP). The algorithm is based on Regev's polynomial-time reduction of the Dihedral Subgroup Problem (DSP) to the modular ...
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Shawn Geller @shawngeller.bsky.social · 29/07/2026
That movie was so long that I had to kill a bunch of suitors when I got home
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Shawn Geller @shawngeller.bsky.social · 23/07/2026
This is Terry Tao using ChatGPT to understand the counterexample(s) to the Jacobian conjecture: chatgpt.com/share/6a5fdc...
chatgpt.com
Check out this chat
Here's a chat someone thought you'd want to see.
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Reposted by Shawn Geller
ꭓle Ormsby 𓆙 @e-infinity.space · 30/04/2026
You may have heard that the Banach-Tarski paradox is a consequence of the group of spatial rotations SO(3) having a subgroup that is free on two generators. But what does that look like? Answer: Roughly like this! kyleormsby.github.io/F2-in-SO3/ 1/n 🧮
F₂ inside SO(3) ≅ ℝP³
Generators A = rotation by arccos(1/3) about x-axis, B = same about z-axis. Each reduced word w becomes a rotation in SO(3); we plot it as the point θn̂ in the ball of radius π, where θ ∈ [0, π] is the rotation angle and n̂ is its unit axis. Edges are true SO(3)-geodesics — some wrap through ∂B and reappear at the antipodal point (the ℝP³ identification).Now transformed into the standard 'tree' Cayley graph of F_2.
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Shawn Geller @shawngeller.bsky.social · 10/04/2026
Our paper on the bunching behavior of bosons was published in PRA today! journals.aps.org/pra/abstract...
journals.aps.org
Measuring multiparticle indistinguishability with the generalized bunching probability
The indistinguishability of many bosons undergoing passive linear transformations followed by number basis measurements is fully characterized by the visible state of the bosons. However, measuring all the parameters in the visible state is experimentally demanding. In this work, we seek to perform partial characterization of the visible state by measuring properties of it that are available after randomization. First, we study the case where the occupied visible modes are randomly permuted, and second, we study the case where Haar random linear optical unitaries are applied. In each case, we find that the generalized bunching probability---which is the probability that all the input bosons arrive in a given subset of the output modes---obeys monotonicity with respect to some partial order of distinguishability of the input bosons. As an intermediate result, we show that Lieb's permanental-dominance conjecture for immanants is equivalent to the following statement: for states that are invariant under permutations of the occupied visible modes, the generalized bunching probability is maximized when the bosons are perfectly indistinguishable. We also prove that a consequence of the monotonicity of the generalized bunching probability after Haar averaging is that this average is maximized when the bosons are perfectly indistinguishable. Finally, we discuss applications of our results to thermometry of cold-atom systems.
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Shawn Geller @shawngeller.bsky.social · 15/03/2026
I’ll be at the APS meeting this week, our group has a few presentations that I’m excited about. Come hear Aliza Siddiqui talk about characterization of QEC cycles! summit.aps.org/smt/2026/eve..., Tue. March 17, 12:36 — 12:48 p.m. Mile High Ballroom 1C
summit.aps.org
A Diary of a Faulty Logical Qubit: Logical Gate Set Tomography | APS Meeting
The quantum characterization, verification, and validation (QCVV) toolbox assesses processor performance by analyzing their qubits and logic operations. One can construct a comprehensive model of quan...
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Reposted by Shawn Geller
Theo Sanderson @theo.io · 08/02/2026
I made a map of 3.4 million Bluesky users - see if you can find yourself! bluesky-map.theo.io I've seen some similar projects, but IMO this seems to better capture some of the fine-grained detail
bluesky-map.theo.io
Bluesky Map
Interactive map of 3.4 million Bluesky users, visualised by their follower pattern.
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julia 🌋 @hypv.bsky.social · 09/02/2026
problem set? i'm sorry but we do 21st century mathematics in this classroom. here's your problem category
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Reposted by Shawn Geller
Richard Kueng @richardkueng.bsky.social · 08/01/2026
This year's Quantum Computing Theory in Practice Conference (QCTiP) is scheduled for 04/20/2026-04/25/2026 in Oxford, UK 🇬🇧: qctipconf.github.io Talk submission deadline is just round the corner: 01/11/2026. Looking forward to many exciting contributions and a great time in Hogwarts🪄, aehm Oxford🎓.
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Dulwich Quantum Computing @dulwichquantum.bsky.social · 09/01/2026
The promise of solving the electronic structure of FeMo-co has long been central to the narrative that quantum computers will one day solve world hunger. Now we can finally put the "solving world hunger" part to test since Garnet Chan just solved FeMo-co *classically*! arxiv.org/abs/2601.04621
arxiv.org
Classical solution of the FeMo-cofactor model to chemical accuracy and its implications
The main source of reduced nitrogen for living things comes from nitrogenase, which converts N2 to NH3 at the FeMo-cofactor (FeMo-co). Because of its role in supporting life, the uncertainty surroundi...
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Shawn Geller @shawngeller.bsky.social · 31/12/2025
floor796.com
floor796.com
Floor796
A huge animation scene with many references to memes, games, films, series, anime, music groups
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Shawn Geller @shawngeller.bsky.social · 05/12/2025
going to the busport to catch a ride to the plane station
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Jen Mierisch @jenmierisch.bsky.social · 22/11/2025
How to turn off Gmail's ability to read your emails to train its bots: www.malwarebytes.com/blog/news/20...
malwarebytes.com
Gmail can read your emails and attachments to train its AI, unless you opt out
A new Gmail update may allow Google to use your private messages and attachments for AI training. Here's how to turn it off.
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Reposted by Shawn Geller
Victor V. Albert @vva.bsky.social · 13/02/2025
ArXiv quant-ph needs to be split up! Paul Ginsparg lists Daniel Gottesman's proposed subcategories at his @aspenphysics.bsky.social talk. He is looking for feedback: please reply, dm, or email.
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Shawn Geller @shawngeller.bsky.social · 18/11/2025
from the “hard problem of consciousness” wikipedia. i think i found the philosophical zombies
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The Guardian @theguardian.com · 21/10/2025
American chess grandmaster Daniel Naroditsky dies at age 29
theguardian.com
American chess grandmaster Daniel Naroditsky dies at age 29
* Naroditsky became a grandmaster in 2013 * No cause of death given in statement by family American chess grandmaster Daniel Naroditsky has died unexpectedly at the age of 29, his family said in a statement released by his club, the Charlotte Chess Center, on Monday. “It is with great sadness that we share the unexpected passing of Daniel Naroditsky,” the family said. “Daniel was a talented chess player, commentator, and educator, and a cherished member of the chess community.” Continue reading...
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Shawn Geller @shawngeller.bsky.social · 08/09/2025
Excited to share our new paper! We prove that Lieb’s permanental dominance conjecture, which has been open for over half a century, is equivalent to a certain conjecture about the bunching behavior of bosons. arxiv.org/abs/2509.04550
arxiv.org
Measuring Multiparticle Indistinguishability with the Generalized Bunching Probability
The indistinguishability of many bosons undergoing passive linear transformations followed by number basis measurements is fully characterized by its visible state. However, measuring all of the param...
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Aephraim Steinberg @quantumaephraim.bsky.social · 06/09/2025
Nominations for the 2026 #BellPrize are being accepted through September 30th, 2025 – please consider nominating the work from the past 6 yrs which you believe has done the most to advance #Quantum science. Please RT. (See cqiqc.physics.utoronto.ca/bell-prize/n... .) @CQIQC_Toronto
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John Preskill @preskill.bsky.social · 17/08/2025
The QEC25 conference hosted by @yaleqi.bsky.social was really excellent, and videos of all talks are available. So much recent progress on quantum error correction! qec25.yalepages.org
qec25.yalepages.org
QEC25
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Terence Tao @teorth.bsky.social · 18/08/2025
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...
newsletter.ofthebrave.org
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.
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Error Correction Zoo @eczoo.bsky.social · 14/08/2025
Peter Shor receives a small gift on the 30th anniversary of his QEC paper at #QEC2025.
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Stephen Bartlett @bartlettquantum.bsky.social · 12/08/2025
Very exciting announcement, the next Quantum Error Correction conference QEC26 will be hosted by Google 7-12 June 2026 in Santa Barbara. See you there! @dripto.bsky.social @mattmcewen.bsky.social
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