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thetics? Anesthesia & Analgesia 60. 464-470 (1981). 28. Urban, B. W In Modern Anesthetics (ed. B W Urban) 3-29 (Springer. 2008). 29. Davies, R. H., Signal. R. D. & Jones. W G. M. A quantitative interpretation of phase effects in anaesthesia. International Journal of Quantum Chemistry 8,201-212 (1974).
anesthetic agents by van der Waals-type London dispersion forces. To determine if there is a preferred binding site on tubulin for all anesthetics, ANOVA analysis was run to compare anesthetic binding at each site. Figure S1 provides a graphical illustration of the distribution of binding SCIENTIFIC
e polynomial model as implemented in the Matlab's loess function with a span 141 (percentage of the total number of data points) of 10%. 142 143 Signal preprocessing. Figure I shows our decoding methodology. All the data analysis, decoder 144 design and cross-validation procedures were performed of
), r, = 0.77 (I-0.13), rank = 0.78 386 (±0.09), rand = 0.78 (±0.1); and no statistical difference was found among the 5 parameters (p > 387 0.01, ANOVA). Moreover, as shown in Figure 4, the phasing relationship between ankle, knee 388 and hip angular kinematics is preserved in the reconstructed tra
e polynomial model as implemented in the Matlab's loess function with a span 141 (percentage of the total number of data points) of 10%. 142 143 Signal preprocessing. Figure 1 shows our decoding methodology. All the data analysis, decoder 144 design and cross-validation procedures were performed of
1), = 0.77 (a-0.13), rank = 0.78 386 (a0.09), ran, / = 0.78 (a0.1); and no statistical difference was found among the 5 parameters (p > 387 0.01, ANOVA). Moreover, as shown in Figure 4, the phasing relationship between ankle, knee 388 and hip angular kinematics is preserved in the reconstructed tra
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