Manuscript Hawk03-A@1 · Hawk03-A.tex · section · 9a109c12
Encoded algebras and the no-independent-copy obstruction
Encoded algebras and the no-independent-copy obstruction · lines 711–716
The range of generally is not invariant under the full partner algebra. Consequently, compressing partner operators to the message slice is not a construction of that full algebra.
Nearby in this section
- section: Encoded algebras and the no-independent-copy obstruction
- definition: Definition: Structural encoding and prepared slice
- lemma: Lemma: Exact encoded instrument
- theorem: Theorem: Quantitative commuting-copy obstruction
- remark: Remark: Necessary domain qualification
- section: Encoded algebras and the no-independent-copy obstruction