PermutativeLifts

Navigation page for Blueprint/D5/S1/Dynamics/Symbolic/PermutativeLifts/ at upstream snapshot b27a6b9d0e4bc3cb6a8527d5d5d13173a32e821b.

Contents

• Compact aligned tower limits with periodic coordinates
• Continuous finite-action transfers for the balanced subshift
• Minimal actual prefix fibres
• Full binary lifts over the balanced base
• Actual phase factors and invariant measures
• Minimality and an actual balanced Toeplitz generator
• The regular Toeplitz and strictly ergodic branch is refuted by one base
• Actual regular balanced Toeplitz generator
• Recognizable balanced factorial subshift
• Vanishing phase error and unique ergodicity
• Equal-height factorial words with common outer thirds
• The entire bipermutative lift as a finite skew product
• Finite-difference preinjectivity
• Equal-length marked tiling phases and recognizability
• Essential periods from actual colored skeletons
• Continuous transfers for every finite action
• Uniform recurrence and minimality
• Refinement and recognizability of factorial tilings
• Continuous decoding and aperiodicity
• Recognizable factorial words and finite holonomy
• Trivializing permutation coboundaries on the original fibre
• Finite-difference propagation
• Left-permutative finite-difference preinjectivity
• Compact spaces of marked block tilings
• Actual periodic-skeleton density exhaustion
• Actual periodic-skeleton density under rescaling
• Right-permutative finite-difference preinjectivity
• Sparse disagreement and finite windows
• Physical refinement of two-run word tilings
• Uniform splitting of all complete binary lifts
• A single base refutes the general minimal branch