Titlebook: Dimensional Scaling in Chemical Physics; Dudley R. Herschbach,John Avery,Osvaldo Goscinski Book 1993 Springer Science+Business Media Dordr

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Signal Transduction in Photoreceptor Cells1/D, is not a polynomial. The large-D limit appears to be an excellent qualitative model, but in order to accurately continue the solution from δ = 0 to δ = 1/3 it is necessary to take into account the functional form of E(δ) in that general region of the comples plane. The most important feature in

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The Phosphorylation of Rhodopsinthe three normal models of the Langmuir vibrations. Very accurate energies are obtained for the 1s2s states, which arise from excitation of the stretching vibrations. Reasonable, but somewhat less accurate, results are found for the energy of the 2p. resonance, which corresponds to excitation in the

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Signal Transduction — Single Cell Techniquesces. The uniformly scaled D →∞ limit localizes the electrons, but approximately preserves D = 3 expectation values. The problem is treated for simple, body-centered, and face-centered cubic lattices, and both with and without correlation. Although the absolute errors are much larger than the energy

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Introduction testing ground, accurate electronic energies have been obtained by combining results from two very simple, exactly solvable limits in which the spatial dimension D → ∞ or D → .. Between these limits, the scaled correlation energy is nearly a linear function of ./D, and interpolation yields results

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