Comments (3)
You can use this for one-time-pads, by doing 2-of-2 secret sharing where you start with your original secret, generate a random share (the "encryption key") and derive another share (the "ciphertext"). It will be more complex and time-consuming than a dedicated OTP scheme, but on the other hand your ciphertext will be checksummed.
But this scheme's goal is not to do OTP, but to do Shamir Secret Sharing, so the two schemes aren't really substitutes for each other.
from codex32.
Also an OTP doesn't really come with a checksum to check your work. If you make an error with an OTP then it is unrecoverable. I mean, you can maybe bolt on a checksum, but if you do then you will reproduce 90% of using our scheme in a 2-of-2 setting.
In short an OTP can be simulated with our scheme using the 2-of-2 setting. If you use our scheme you also get a checksum and can detect and recover from errors.
from codex32.
P.S. I've opened up the discussions forum which is a great place for questions like this. If you are not satisfied with the answers here, feel free to resubmit your question to the discussion section.
from codex32.
Related Issues (20)
- Create a worked example
- The 6 and 9 characters are somewhat ambigous on the wheel. HOT 1
- Group letters in the checksum worksheet. HOT 6
- Support encrypted shares (by doing a second layer of 2-of-2 SSS) HOT 28
- Turn Recover Share volvelle into a table. HOT 3
- "Production-Ready" checklist / tracking issue
- Recovery disc should clearly label "This is the share you are translating"
- Can't open .ps in Mac Preview in new branch HOT 1
- Clarification regarding deriving addresses without digital computers HOT 4
- Source code for error correction? HOT 26
- Recommendations for Auditable Electronic Codex32 Implementations HOT 107
- Reverse arrow pointers on top disc. HOT 1
- Improved BIP39 Backwards compatibility HOT 2
- PEP8: ambiguous variable name in BIP93 in line python reference HOT 3
- Suggest standard implementation for electronic share set generation
- Is a bag of bech32 marbles a secure entropy source? HOT 2
- Recovery tables for the random share(s)
- Support k-of-n SSS HOT 3
- Document source code
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from codex32.