I just learned that Claus Schnorr passed away last June, aged 81 β a significant loss for the cryptographic community: mittelhessen-gedenkt.de/traueranzeig...
31.07.2025 08:30 β π 18 π 3 π¬ 0 π 1@pwuille.bsky.social
I just learned that Claus Schnorr passed away last June, aged 81 β a significant loss for the cryptographic community: mittelhessen-gedenkt.de/traueranzeig...
31.07.2025 08:30 β π 18 π 3 π¬ 0 π 1Holy shit. This guy saved a PNG to a bird.
(he drew a bird into a spectrogram, played that sound to a starling, and the starling reproduced it back to him with enough accuracy he got his bird drawing back in their call's spectrogram) www.youtube.com/watch?v=hCQC...
ln(π ) = π§ln(π)
21.07.2025 11:09 β π 537 π 137 π¬ 4 π 7They have a superb metal detector inside already.
21.07.2025 03:32 β π 3 π 0 π¬ 1 π 0Abstract. As of November 2021, Bitcoin supports βTaprootβ spending policies whose on-chain format is a single elliptic curve point. A transaction spending the funds associated with a Taproot policy can be authorized by interpreting the curve point either (a) as a public key of the Schnorr signature scheme and providing a suitable signature, or (b) as a commitment to alternative spending conditions and satisfying those. Since a sufficiently powerful quantum adversary would be able to forge Schnorr signatures, an upgrade to Bitcoin may, at some point in the future, disable the ability to spend existing funds via Schnorr signatures in order to prevent the havoc created by leaving a large fraction of the currency supply prone to theft. However, to avoid irrevocably losing all funds not migrated in time to (yet to be added) post-quantum signature schemes, it will be desirable for an upgrade disabling Schnorr signatures to retain the ability to spend funds by interpreting the curve point in a Taproot policy as a commitment to alternative spending conditions. This paper justifies such an upgrade strategy by demonstrating the post-quantum security of Taproot as a commitment scheme. Specifically, it provides concrete upper bounds on the probability that a quantum adversary making some number of queries to a quantum random oracle can break the binding or hiding property. Since the bounds follow from powerful existing results, which enable reasoning as if dealing with a classical adversary, the proofs are accessible without a background in quantum computing.
Image showing part 2 of abstract.
The Post-Quantum Security of Bitcoinβs Taproot as a Commitment Scheme (Tim Ruffing) ia.cr/2025/1307
19.07.2025 06:43 β π 1 π 2 π¬ 0 π 1Now that WeTransfer is training its "A.I." on your files, I recommend using wormhole - which is end-to-end encrypted wormhole.app
15.07.2025 11:56 β π 39 π 12 π¬ 4 π 0Looking back at the dates on which I received 2FA emails: june 6, 8, 8, 9, 10, 12, 15, 16, 18, 20, 21, 26, 29. Then I stayed logged out until july 12. No reset since, maybe it's fixed... fingers crossed.
14.07.2025 18:17 β π 2 π 0 π¬ 0 π 0One of my students sent me the latest quantum factorization record, and I have to admit: Iβm shook. eprint.iacr.org/2025/1237
13.07.2025 14:53 β π 66 π 21 π¬ 8 π 7Once a month? That sounds amazing.
The app logs me out randomly every 1-3 days or so. I usually don't bother logging back in for a week each time...
I think this is the reason: linuxcontainers.org/lxd/
04.05.2025 14:04 β π 2 π 0 π¬ 1 π 0"If you want to prompt ChatGPT 40 times, you can just stop your shower 1 second early."
"If I choose not to take a flight to Europe, I save 3,500,000 ChatGPT searches. this is like stopping more than 7 people from searching ChatGPT for their entire lives."
In the current Bitcoin mining landscape with proxy pools like AntPool & friends, 6 mining pools produce and mine more than 95% of the block templates.
Bitcoin mining is highly centralized today.
b10c.me/blog/015-bit...
BREAKING.
From a reliable source. MITRE support for the CVE program is due to expire tomorrow. The attached letter was sent out to CVE Board Members.
Base85 IPv6 addresses? Why have I never heard of this, and which browsers support it?
11.04.2025 02:06 β π 0 π 0 π¬ 1 π 0Dare I ask what prompted this observation?
21.03.2025 18:49 β π 2 π 0 π¬ 1 π 0Don't move around a lot? How do you deal with the 230 km/s speed of the keys around the center of the galaxy?
16.02.2025 13:50 β π 1 π 0 π¬ 1 π 0Wait, so how do you know what buttons to press?
15.02.2025 15:43 β π 1 π 0 π¬ 1 π 0Your keyboard doesn't have a built-in autopilot?
15.02.2025 15:35 β π 1 π 0 π¬ 1 π 0There is a zero knowledge joke here somewhere.
11.02.2025 01:31 β π 1 π 0 π¬ 0 π 0