2 edition of Effect of misestimating harmonics in periodic hydrologic parameters found in the catalog.
Effect of misestimating harmonics in periodic hydrologic parameters
K. L. Bullard
|Statement||by K.L. Bullard, V. Yevjevich and N. Kottegoda.|
|Series||Hydrology papers -- 88|
|Contributions||Yevjevich, V., Kottegoda, N. T., Colorado State University.|
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Additional Physical Format: Online version: Bullard, Kenneth L. Effect of misestimating harmonics in periodic hydrologic parameters (OCoLC) Avara, E. Some effects of autocorrelated and crosscorrelated noise on the analysis of variance.
Proceedings of the 4th Conference on Probability and Statistic in Atmospheric Sciences, Tallahassee, Florida, 18–21 NovemberAmerican Meteorological Society, Lancaster, Pennsylvania, preprints, pp. –42 Google ScholarCited by: 3. The analysis of hydrological time series.
Christopher D. Beaumont. Progress in V.M. and Kottegoda, N.T. Effects of misestimating harmonics in periodic hydrologic parameters Colorado State University, Hydrology Paper 80 A manual for hydrologic time series deseasonalization and serial independence reduction.
Iowa University, Low Cited by: 4. Book. Jan ; Giuseppe Rossi. Nilgun B. Harmancioglu EFFECT OF MISESTIMATING HARMONICS IN PERIODIC HYDROLOGIC PARAMETERS. Article. the cause-effect physical methods and the statistical. The apparent cause for distortions is the failure of the least-squares method to accurately estimate amplitudes and phases of harmonics in periodic parameters of historic data.
Relationship between strong-motion array parameters and the accuracy of source inversion and physical waves. USGS Publications Warehouse. Iida, M.; Miyatake, T.; Shimazaki, K. We develop general rules for a strong-motion array layout on the basis of our method of applying a prediction analysis to a source inversion scheme.
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Rowinski (ed.), Experimental Methods in Hydraulic Research, Geoplanet: Earth and Planetary Sciences, DOI /_2, # Springer-Verlag Berlin Heidelberg 29 30 S.
Dey and probabilistic approaches.