Somewhere it was recommended to perhaps do Baillie-PSW after Miller-Rabin. That as a belt-and-suspenders approach. But as I read it, Baillie-PSW seems merely a pairing of Lucas to Miller-Rabin. Which makes the first paragraph above to seem semi-redundant. Say I …
https://openssl-corporation.org/post/2026-01-20-bacs-and.tacs.election/ The OpenSSL Corporation announced the opening of the 2026 elections cycle for its Advisory Committees, inviting members of the communities to actively participate in shaping the future direction of the OpenSSL Library and related activities. Registration and nomination period …
Everything is in the title and in https://drive.google.com/file/d/1SXS1h-6Tywdj9_1XlMRhrS0piHl7DrLG/view?usp=drivesdk. My point is if it s possible even if it makes the whole process more complex. Or am I correct that no steps can be made related to such method?
TCG documentation for TPM 2.0 defines weak key rejection for DES and AES in the [section 11.4.10.4](https://trustedcomputinggroup.org/wp-content/uploads/TPM-2.0-1.83-Part-1-Architecture.pdf#page=82). I understand why the check exists for DES, but AFAIK AES does not have a similar cryptographic vulnerability. So what is rationale behind …
I’m working on a little secure notes app, think along the lines of StandardNotes/Notesnook, as is client side encryption/zero-knowledge server. I’m an experienced web dev but newb at crypto (at least in this regard). I’m trying to weigh the pros/cons …
I have come up with a new lightweight ARX based cipher and want to perform linear and differential analysis based on SMT or MILP tool. Please guide me how and what to do.
Of course, this means having an order larger than the underlying finite s field order s. Are there any security implication? What s the name of such curves?