In r CryptoTechnology, builders explore proof of work implementations that adjust difficulty every block to handle volatile hash rate, and debate stability issues like oscillations under bursty mining.
CryptEX: A C++ SHA3-512 Proof-of-Work System with Per-Block Adaptive Difficulty for Hash-Rate Volatility
Instead of using fixed retarget intervals like Bitcoin (every 2016 blocks), this system adjusts difficul
I’m particularly interested in how people evaluate the stability of per-block difficulty adjustment under oscillating hash-rate conditions.
One concern I’ve been thinking about is whether a hybrid approach (LWMA + EMA + real-time easing) introduces second-order oscillations
whether a hybrid approach (LWMA + EMA + real-time easing) introduces second-order oscillations
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