Manuscript Hawk05-B@1 · Hawk05-B.tex · section · f2e5d4f5
Finite interfaces, reference preservation, and recovery
Finite interfaces, reference preservation, and recovery · lines 437–445
Adding fixed pure spectators or access-preserving isometric output embeddings changes none of the optimized distances above: compression with a CPTP off-support completion gives the reverse comparison. This observation permits us to suppress fixed vacant factors in the finite model.
Nearby in this section
- section: Finite interfaces, reference preservation, and recovery
- definition: Definition: Complete interface
- section: Finite interfaces, reference preservation, and recovery
- lemma: Lemma: Complete restoration and stability
- theorem: Theorem: Exact complete-complement criterion
- section: Finite interfaces, reference preservation, and recovery
- lemma: Lemma: Replacement and Choi benchmarks
- proposition: Proposition: Approximate correction input