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 · Hans R Fischer, Gottfried T Rüttimann, in Mathematical Foundations of Quantum Theory, 1978 B Compound manuals (operational products) Let (X, ϑ), (Y, P) be manuals and denote by pr 1, pr 2 the projections X × Y → X, X × Y → Y We now interpret X × Y as a fibration over Y with projection pr 2Then we construct a manual (*, L) = (X × Y, (α, P, Pr 2)) as follows U ∈ (ϑ, P, pr 2. Th e re e x ists a m a trix ,, A ~ l, th e in v e rse of m a trix A 9 su c h th a t A "1 1A A A " = I F ro m th e fe q u a tio n A X = X o r p a ir of e q u a tio n s ax f f b y = x e x d y = y o n e c a n so lv e fo r th e v a ria b le s x an d y in te rm s of a 5 b g c s d ;. P X S S i a P X j N x d ܋ ꗗ i P X S S N P P ` P Q R P j.

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