The hash digests used to create the commitments are each 32 bytes, so proving that a
spend of Figure 7-6 is authorized (using a merkle tree and the particular conditions)
and authenticated (using signatures) uses 383 bytes. By comparison, the same spend
without a merkle tree (i.e., providing all possible authorization conditions) uses 412
bytes.
Can anyone explain how to compute 383 bytes and 412 bytes?
Thanks!
Trusted Editorial content, reviewed by leading industry experts and seasoned editors. Ad Disclosure The XRP price has been caught in...
Aayush Jindal, a luminary in the world of financial markets, whose expertise spans over 15 illustrious years in the realms...
Key Takeaways: Google Deepmind researchers identified 6 AI agent trap categories, with content injection success rates reaching 86%. Behavioural Control...
Key Takeaways: Peter Schiff and Michael Saylor clash as Schiff questions bitcoin’s 12% long-term return. Schiff urges selling Strategy stock...
The scrypt() algorithm has at its core a routine called ROMmix. Basically, it defines V(1) = hash(message) V(2) = hash(hash(message))...
We bring you the latest in Crypto News
