Manuscript Em05-A@1 · Em05-A-v1.tex · section · 9cac0def

Occupation ordering and the declared isometry

The complete signed extraction channel › Occupation ordering and the declared isometry · lines 285–304

Set

H_{R} = C^{4}, H_{E} = C^{4},

with ordered occupation bases

∣00 ⟩, ∣01 ⟩, ∣10 ⟩, ∣11 ⟩ .

The two occupations in each subsystem refer to two distinct species or modes. The fixed tensor representation is bath first, residual second.

Let

0 \leq η \leq 1, t = 1 - η .

Here $t$ is a residual probability, not a time variable.

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