Speed, Precision, and Dissipation Bounds for Boundary Maintenance in Finite Distinction Systems: Finite Update Windows, Bottleneck Throughput, and Resource-Ledger Exit Theorems

FDS-P6 develops the speed–precision–dissipation paper in the physical bridge sequence of Finite Distinction Systems (FDS). It studies boundary maintenance as a real-time physical process constrained by finite update windows, finite precision, bottleneck throughput, effective causal reach, and resource-ledger costs. The central claim is that a distinction is not operationally maintained merely because it is representable in memory. A boundary-relevant distinction must be updated, verified, corrected, or acted upon within its relevant update window. If the rate-distortion demand required for maintaining a boundary task at tolerance ε over update window τ exceeds the sustainable internal throughput, the system…