Sentence examples for function of the series from inspiring English sources

Polymer inclusion membranes were prepared according to the procedure reported by Sugiura et al. (1987); the amount of each constituent was a function of the series of experiments to be performed.

It is to be noticed that the link between the autocovariance generating function of the series and the spectrum is exploited, see Appendix 1. Consequently, the spectra for the components give the models for the theoretical components through their covariance generating functions.

A parallel LC circuit is the dual of the series circuit and hence its admittance function is the same form as the impedance function of the series circuit, Y = i \omega C + \frac {1}{i \omega L} The impedance function is, Z = i \left ( \frac{\omega L}{1 - \omega^2 LC} \right ) At low frequencies the reactance is dominated by the inductor and is small and positive.

Outbreak periods were detected similarly, but we defined them empirically as the positive outliers that were 4 SDs higher in 1 month or 2 SDs higher in ≥ 2 consecutive months from the modeled Fourier function of the time series (Bloomfield 2000; Pollock 1999), which was performed on each time series, accounting for disease seasonality.

Additionally, compounds 3a f, 5c, and 6c, which have only a carbonyl group at position 2 of the thiazol-2- 3H -one thiazol-2- 3H -onetive, thiazol-2- 3H -oneence of Ser195 nucleophilic athiazol-2- 3H -oneyclic carbonucleusction of this series.

To quantify the oscillatory trend, we computed the autocorrelation (ACF) function of the time series.

The partial auto-correlation function of the influenza series displays a sharp cutoff after the first lag, and the auto-correlation function decays more slowly, suggesting an auto-regressive pattern.

The time response and analytical transfer function frequency spectrum of the series and Euler Maclaurin closed-form Green's function are computed.

Besides the dosage of seeds solution tuning the edge length of silver nanotriangles, the different dosage of PVP also has this kind of function in the series reactions.

For a circular cross-section solenoid, we derive a Green's function integral representation of the series coefficients and calculate the radii of convergence of the series by a saddle point method.

The next theorem gives an upper bound for the error function of the truncated FSLPs series.