Measures

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Contents

• Indexed multigeometric achievement sets and residues
• Full signed weak-star convergence from clopen Cauchy data
• Clopen disjointization
• Signed variation through finite joint observations
• Continuous representatives from internal L-infinity translations
• Compactness from interval integrals and internal translations
• Uniform integrability of literal low restrictions
• Actual disjoint carriers with vanishing norm error
• Complete real L1 raw-restriction splitting
• Literal indicator restriction
• Small supports for every finite prefix
• Simultaneous fixed and moving tail limits
• Weak sequential compactness from uniform integrability
• Weak extraction through Hilbert approximation
• Existence of total-variation-preserving signed lifts
• Arbitrary signed lifts and weak-star stability
• Positive Jordan mass through signed clopen sets
• Regular signed lifts on compact Hausdorff quotients
• Complete signed-ball analytic reduction
• Delayed whole-fibre signed splitting
• Signed source limits and delayed columns
• Same-object delayed signed successor
• Signed raw splitting and clopen oscillation
• Real signed Riesz representation
• Signed reference convergence on the actual closed split
• Dynamic measured signed split
• Ordered signed columns
• Finite marginals and ordered split geometry
• Represented weak-star subsequence compactness for signed measures
• Uniform weak-star perturbations