Manuscript VII-E@1 · VII-E.tex · definition · b713cf3c

Definition: Configuration

Types, states, and external geometry › Geometric configurations and admissibility · lines 515–528

VII-E@1#def:configuration, VII-E@1#eq:configuration

A configuration is

C = (g; Γ; ρ; loc; h), loc : Γ ⟶ Cell (g),

where $g \in Q_{adm}$ , $Γ$ is a finite labelled matter interface, $ρ \in D (H_{Γ})$ , and $h$ is a finite control state. Classical names satisfy the joint classicality convention. The geometric projection is $π_{g} (C) = g$ .

Displayed formulas in this passage

VII-E@1#eq:configuration · line 518
$C = (g; Γ; ρ; loc; h), loc : Γ ⟶ Cell (g),$

Nearby in this section

definition: Definition: External geometric interface
section: Geometric configurations and admissibility
section: Geometric configurations and admissibility