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Application of Mutual Information Methods in Time–Distance Helioseismology
- 作者:Dustin Keys ; Shukur Kholikov ; Alexei A. Pevtsov
- 关键词:Helioseismology ; observations ; Helioseismology ; theory ; Velocity fields ; interior
- 刊名:Solar Physics
- 出版年:2015
- 出版时间:March 2015
- 年:2015
- 卷:290
- 期:3
- 页码:659-671
- 全文大小:1,069 KB
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2. Barato, A.C., Hartich, D., Seifert, U.: 2013b, Rate of mutual information between coarse-grained non-Markovian variables. / J. Stat. Phys. 153, 460. DOI . CrossRef 3. Burtseva, O., Kholikov, S., Serebryanskiy, A., Chou, D.-Y.: 2007, Effects of dispersion of wave packets in the determination of lifetimes of high-degree solar p modes from time distance analysis: TON data. / Solar Phys. 241, 17. DOI . CrossRef 4. Chen, K.-R., Chou, D.-Y., TON Team: 1996, Determination of the lifetime of high-l solar p-modes from the interaction of p-mode waves with sunspots. / Astrophys. J. 465, 985. DOI . CrossRef 5. Chou, D.-Y., Serebryanskiy, A., Ye, Y.-J., Dai, D.-C., Khalikov, S.: 2001, Lifetimes of high-l solar p-modes from time-distance analysis. / Astrophys. J. Lett. 554, L229. DOI . CrossRef 6. Cover, T.M., Thomas, J.A.: 2006, / Elements of Information Theory, 2nd?edn. Wiley-Interscience, Hoboken, 20. 7. Duvall, T.L. Jr., Jefferies, S.M., Harvey, J.W., Pomerantz, M.A.: 1993, Time-distance helioseismology. / Nature 362, 430. DOI . CrossRef 8. Horowitz, J.M., Esposito, M.: 2014, Thermodynamics with continuous information flow. / Phys. Rev. X 4(3), 031015. DOI . 9. Jaynes, E.T.: 1957, Information theory and statistical mechanics. / Phys. Rev. 106(4), 620. DOI . CrossRef 10. Kholikov, S.: 2004, Travel time measurements in sunspots. In: Danesy, D. (ed.) / SOHO 14 Helio- and Asteroseismology: Towards a Golden Future, / ESA Special Publication 559, 513. 11. Kholikov, S., Hill, F.: 2014, Meridional-flow measurements from global oscillation network group data. / Solar Phys. 289, 1077. DOI . CrossRef 12. Kholikov, S., Serebryanskiy, A., Jackiewicz, J.: 2014, Meridional flow in the solar convection zone. I. measurements from GONG data. / Astrophys. J. 784, 145. DOI . CrossRef 13. Kozachenko, L.F., Leonenko, N.N.: 1987, Sample estimate of the entropy of a random vector. / Probl. Pereda. Inf. 23, 9. http://mi.mathnet.ru/eng/ppi/v23/i2/p9 . 14. Kraskov, A., St?gbauer, H., Grassberger, P.: 2004, Estimating mutual information. / - 刊物类别:Physics and Astronomy
- 刊物主题:Physics
Astronomy Extraterrestrial Physics and Space Sciences Astrophysics
- 出版者:Springer Netherlands
- ISSN:1573-093X
文摘
We apply a new technique, the mutual information (MI) from information theory, to time–distance helioseismology, and demonstrate that it can successfully reproduce several classic results based on the widely used cross-covariance method. MI quantifies the deviation of two random variables from complete independence and represents a more general method for detecting dependencies in time series than the cross-covariance function, which only detects linear relationships. We briefly describe the MI-based technique and discuss the results of applying MI to derive the solar differential profile, a travel-time deviation map for a sunspot, and a time–distance diagram from quiet-Sun measurements.
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