Comments (2)
I think for large p (~64 bits), it should be easy to incorporate to the current system. The code for prime is mostly separated as the utility header you provided. There should be some no-cost way to enable changing the prime p.
from emp-zk.
And one thing that may be relevant is whether the Montgomery modular multiplication (https://en.wikipedia.org/wiki/Montgomery_modular_multiplication) would be useful here since I assume that the heaviest operation is in the offline phase where we evaluate the LPN map---which likely should involve chiefly multiplication. In which case, Montgomery modular multiplication may be able to close the gap between special prime numbers and generally chosen prime numbers.
from emp-zk.
Related Issues (10)
- Compilation Error on Xcode HOT 3
- Static Library? HOT 3
- Installation fails on Redhat HOT 6
- working over 254-bit fields
- Latest commit may have eaten up the GitHub actions quota HOT 1
- Potential Typo in emp-zk/test/ram/ro_ram_test.cpp HOT 2
- Efficient VOLE for one-shot zero-knowledge proofs HOT 3
- Implementation's sensitivity to network latency HOT 10
- Latency grows with the number of GGM trees, aka O(T) HOT 5
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from emp-zk.