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We explain how duality provides a perturbative solution to the type I/heterotic string Bianchi identity.
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Moreover, since (nu=mathscr{A} (V )), (3.2) provides a perturbative expression for the firing rates.
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The data are interpreted in terms of a perturbative solution of the fluidodynamic problem for small drop deformations, where effects of matrix viscoelasticity are taken into account.
Section "QW Eigen Modes with ES-shielded Polar Potential" derived a perturbative solution for the edge-confined modes in terms of the square well eigen modes.
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By eliminating the time dependence in Eq. (1), a CW perturbative solution similar to Eq. (10) can be written as follows: (12) Φ e (r ) = μ a f η → e V ′ G (r s, r ′, μ a, μ s ′, n ) G e (r ′, r, μ a e, μ s e ′, n e ).
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