3 ms·
Great question. "k" is derived during the encryption phase as the integer quotient (floor division) of the pre-modulo value. If we let X = (((Data * Y) - P) +
by RanggaS 6mo ago
Great question. "k" is derived during the encryption phase as the integer quotient (floor division) of the pre-modulo value.
If we let X = (((Data * Y) - P) + Y) XOR S, then:
k = floor(X / M)
This "k" value acts as a restoration constant to reverse the modulo operation during decryption, ensuring the process is fully reversible. In practice, it's handled as part of the state metadata.
- jqpabc123 6mo agoSo the receiver needs "Y","P","S" and "k" in order to decrypt the Data?
- RanggaS 6mo agoExactly. In the RSME framework, Y, P, and S are part of the Dynamic Key Parameters pulled from the Master Seed (the 1 billion key pool). The beauty of it is that while 'k' is sent as metadata, Y, P, and S are never transmitted. Both the sender and receiver are synchronized through the Master Seed index. Even if an attacker captures 'k', they are still missing the core variables (Y, P, S) which are constantly mutating. It’s a race against the Delta% sensor. By the time they try to brute-force one state, the system has already shifted to a new set of parameters. This is the Moving Target Defense in action.