Omer Shlomovits
@omershlomovits.bsky.social
CEO @ingonyama.com | High-speed, fancy cryptography.
Loves all languages; speaks only in math.
Loves all languages; speaks only in math.
Reposted by Omer Shlomovits
What's next? Emile Hreich already explored GPU acceleration in a semester project, based on @ingonyama.com's Icicle, since lattice crypto is basically linear algebra over rings. We have promising results, with more coming up soon.
May 20, 2025 at 2:55 PM
What's next? Emile Hreich already explored GPU acceleration in a semester project, based on @ingonyama.com's Icicle, since lattice crypto is basically linear algebra over rings. We have promising results, with more coming up soon.
Next accelerated PQC, PIR, all the way to FHE. If you are interested in early access, influence features and API design, please get in touch asap. Thank you!
May 9, 2025 at 12:04 PM
Next accelerated PQC, PIR, all the way to FHE. If you are interested in early access, influence features and API design, please get in touch asap. Thank you!
Reposted by Omer Shlomovits
Yuval Domb from @ingonyamazk.bsky.social published a paper introducing a novel perspective on modular reduction algorithms, presenting a Barrett-Montgomery duality and a more efficient algorithm, while showing how these methods can be interchangeably applied.
hackmd.io/@Ingonyama/B...
hackmd.io/@Ingonyama/B...
The Barrett-Montgomery duality - HackMD
A new multi-precision modular reduction scheme with only n^2+1 digit multiplications!
hackmd.io
March 7, 2025 at 2:57 PM
Yuval Domb from @ingonyamazk.bsky.social published a paper introducing a novel perspective on modular reduction algorithms, presenting a Barrett-Montgomery duality and a more efficient algorithm, while showing how these methods can be interchangeably applied.
hackmd.io/@Ingonyama/B...
hackmd.io/@Ingonyama/B...