Manuscript Hawk02-A@1 · Hawk02-A.tex · section · 7fbae745
Declared objects, references, and cutoffs
Declared objects, references, and cutoffs · lines 271–280
The finite code is essential to the scope of the norm statements. A continuum field approximation instead needs either a finite-code embedding with a uniform error, or a specified energy-constrained topology. Energy-constrained diamond norms provide one such framework, but their use also requires an energy-propagation allowance; finite-dimensional estimates are not transferred merely by deleting the cutoff Shirokov.
Nearby in this section
- section: Declared objects, references, and cutoffs
- definition: Definition: Finite code and complete output
- section: Declared objects, references, and cutoffs
- remark: Remark: Physical factorization is an additional bridge
- definition: Definition: Distances
- definition: Definition: Cutoff declaration
- lemma: Lemma: Flagged truncation of a commuting state
- section: Declared objects, references, and cutoffs