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Blank noise tests for spectral analysis

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Abstract

Blank noise tests are derived for two types of spectral functions as defined by Vaníček. Their probability density has the beta-distribution which is easily related to Fisher distribution. Two examples are discussed.

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References

  • Hogg, R. V. and Craig A. T.: 1965,Introduction to Mathematical Statistics, Macmillan, (Second edition).

  • Jeudy, L. M. A.: 1981, ‘Théorie du Gyrocompas Suspendu et ses Applications à la Géodésie’. Ph.D Thesis, Laval University, Québec.

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  • Rao, C. R.: 1973,Linear Statistical Inference and its Application, John Wiley and Sons (Second edition).

  • Vaníček, P.: 1971,Astrophys. Space Sci. 12, 10.

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Author notes

  1. L. M. A. Jeudy

    Present address: Earth Physics Branch, Department of Energy, Mines, and Resources, 1 Observatory Cres, K1A OY3, Ottawa, Ont., Canada, K1A OY3

Authors and Affiliations

  1. Laval University, Québec, Canada

    L. M. A. Jeudy

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  1. L. M. A. Jeudy
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Jeudy, L.M.A. Blank noise tests for spectral analysis. Astrophys Space Sci 81, 275–281 (1982). https://doi.org/10.1007/BF00676152

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  • DOI: https://doi.org/10.1007/BF00676152

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