Manuscript Oai276-A@1 · Oai276-A.tex · section · 215068af

What the thermal parameter specifies

Stage 5: thermal, gravitational, and recovery separations › What the thermal parameter specifies · lines 1762–1778

The stationary qubit state for (eq:channel) is

τ_{ν} = diag (1 - ν, ν) .

Indeed, $t (ν) = ν$ , and its coherence is zero. This identifies a population within the specified channel.

A bosonic occupation number is a different quantity, on a different Hilbert space. Even matching a numerical thermal expectation does not specify the GAD coherence law, its independence across uses, or a communication code. The supplied En07-C and packet-state passages distinguish thermal input data from a complete recovery channel CheungEn07C,Dossier276.

Displayed formulas in this passage

unlabeled · line 1765
$τ_{ν} = diag (1 - ν, ν) .$