RUSSIAN JOURNAL OF EARTH SCIENCES, VOL. 14, ES3002, doi:10.2205/2014ES000543, 2014
Article Map
Weighted gravitational time series smoothing
Figures
- Figure 1. Global proximity measure.
- Figure 2. Local proximity measure.
- Figure 3. Dependence on $\lambda$ at fixed $w$ and $\delta$.
- Figure 4. Dependence on $p$ at fixed $\lambda$ and $\delta$.
- Figure 5. Dependence on $w$ at fixed $\lambda$ and $p$.
- Figure 6. $\lambda=0.95$, $p=4$, $w=\left\{ w_0=0, w_{1-4}=1, w_s=0, s > 4\right\}$
- Figure 7. The points' weights in the period 18:30–18:50 are equal...
- Figure 8. The points' weights in the period 19:50–20:10 are equal...
- Figure 9. The points' weights in the period 18:30–18:50 are equal...
Citation: Agayan S. M., Sh. R. Bogoutdinov, M. N. Dobrovolsky, A. I. Kagan (2014), Weighted gravitational time series smoothing, Russ. J. Earth Sci., 14, ES3002, doi:10.2205/2014ES000543.
Copyright 2014 by the Geophysical Center RAS.
Generated from LaTeX source by SemTeXML, v.1.2 software package.