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Table 1.

Summary statistics according to the system of conventional and linear moments.

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Table 1 Expand

Fig 1.

The relation of conventional skewness coefficient CS versus conventional variation coefficient CV for some two-parameter distributions commonly used if FFA plotted with the Polish data of 90-year annual peak flow series.

Distributions: Ga–gamma, We–Weibull, LN–log-normal, LL–log-logistic, LG–log-Gumbel, Exp–exponential.

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Fig 1 Expand

Fig 2.

The relation of linear skewness coefficient LCS versus linear variation coefficient LCV for some two-parameter distributions commonly used if FFA plotted with the Polish data of 90-year annual peak flow series.

Distributions: Ga–gamma, We–Weibull, LN–log-normal, LL–log-logistic, LG–log-Gumbel, Exp–exponential.

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Fig 2 Expand

Fig 3.

Map of 38 Polish gauging stations.

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Table 2.

Origin and basic characteristics of 38 Polish gauging stations.

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Table 2 Expand

Fig 4.

The relation of conventional skewness coefficient CS versus conventional variation coefficient CV for two-parameter inverse Gaussian, IG, and generalized exponential, GE, distributions plotted with the Polish data of 90-year annual peak flow series.

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Fig 4 Expand

Fig 5.

The relation of linear skewness coefficient LCS versus linear variation coefficient LCV for two-parameter inverse Gaussian, IG, and generalized exponential, GE, distributions plotted with the Polish data of 90-year annual peak flow series.

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Fig 5 Expand

Table 3.

Basic characteristics of two-parameter IG and GE distributions.

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Table 3 Expand

Fig 6.

Probability density functions of GE and IG distributions for μ = 1.0 and selected values of CV and thus CS.

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Fig 7.

Probability of correct selection [%] for competing GE and IG distributions by the K discrimination procedures.

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Fig 8.

Probability of correct selection [%] for competing GE and IG distributions by the QK discrimination procedures.

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Fig 8 Expand

Fig 9.

Probability of inconsistent selection [%] for competing GE and IG distributions by the K or QK discrimination procedures.

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Fig 10.

Probability of correct selection [%] for competing GE and IG distributions by the KS discrimination procedure.

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Fig 10 Expand

Fig 11.

Probability of correct selection [%] for competing GE and IG distributions by the R1 discrimination procedures.

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Fig 11 Expand

Fig 12.

Probability of correct selection [%] for competing GE and IG distributions by the R2 discrimination procedures.

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Fig 13.

Relative asymptotic bias [%] of from T = GE distribution, assuming F = IG model.

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Fig 14.

Relative asymptotic bias [%] of from T = IG distribution, assuming F = GE model.

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Fig 14 Expand

Table 4.

The 1% quantile estimates for selected gauging stations in Poland, assuming GE and IG distributions, respectively.

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Table 5.

Distribution choice by the four discrimination procedures for annual maximum records of selected gauging stations.

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Table 6.

The aggregation of 1% quantile of annual maximum flow series for selected gauging stations in Poland.

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