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Manuscript X-B-ii@1 · X-B-ii-v1.tex · section · f1377602

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C1, C2, C3 closed as scope theorems; C4 recorded. \frac{i}{ℏ} (C_{F} (V, F_{c}) - V ⋆ F_{c}) = ⟨ V^{'}, E_{m}^{A} c ⟩ for one pair; Δ_{F} \cdot Δ_{F} undefined by the sheet on the diagonal; ev_{u} R (F_{c}) = - ⟨ c, E_{m}^{R} L_{1, g} [h] u ⟩ \forall c, u ⟹ R = R_{1} (V_{1, g} [h]; \cdot) .

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unlabeled · line 1196
$C1, C2, C3 closed as scope theorems; C4 recorded. \frac{i}{ℏ} (C_{F} (V, F_{c}) - V ⋆ F_{c}) = ⟨ V^{'}, E_{m}^{A} c ⟩ for one pair; Δ_{F} \cdot Δ_{F} undefined by the sheet on the diagonal; ev_{u} R (F_{c}) = - ⟨ c, E_{m}^{R} L_{1, g} [h] u ⟩ \forall c, u ⟹ R = R_{1} (V_{1, g} [h]; \cdot) .$

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