New Atlas–Rosetta paper published:

Corrigibility and Bounded Memory

Memory-Dependent Boundary Dynamics Under Finite Adaptive Capacity

The paper explores three distinct failure geometries:

• Archive loss (Substrate Decay)
• Update blockage (Hysteretic Fixation)
• Communication collapse (Processing-State Distortion)

The central argument:

"Persistent systems do not survive because they remember. They survive because they retain the capacity to determine when memory must yield to reality."

☕🌿🏛️

#HybridMind42 #AtlasRosetta #Corrigibility #SystemsThinking #ComplexSystems #InformationTheory #Phase6

https://open.substack.com/pub/hybridmind42/p/corrigibility-and-bounded-memory?utm_source=share&utm_medium=android&r=75c2ac

Corrigibility and Bounded Memory: Interaction Mechanics in Adaptive Systems

Memory-Dependent Boundary Dynamics Under Finite Adaptive Capacity series: series:Atlas-Rosetta Framework | Phase 6: Interaction Mechanics | Paper III

Hybridmind42
Corrigibility

> As artificially intelligent systems grow in intelli- gence and capability, some of their available options may allow them to resist intervention by their programmers. We call an AI system “corrigible” if it cooperates with what its creators regard as a corrective intervention, despite de- f