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Specifically, four of the most popular methods are first introduced: Maximum method and Van Aerde method (deterministic) and breakdown method and PLM method (stochastic).

However, as seen in Table 2, in comparison to the HCM capacity, the maximum method and Van Aerde model provide capacity estimates that are 7%% closer.

The mean of this distribution was 1,789 veh/h/ln, which is 14%and13%13 % lower than that of the maximum method and Van Aerde method, respectively.

The thesis mainly talks about two wavelet fusion methods: wavelet-weighted method and wavelet-weighted maximum method, and the latter is the improved-edition of the former.

As seen in Table 2, it can conclude that at the San Diego site, the capacity estimated by the PLM method is statistically the same as the capacity values obtained by the maximum method and the Van Aerde method.

Landing value standardization was done following the percentage of the maximum method, and a non-parametric Mann-Whitney U test was conducted in order to describe if average landings during specific years were statistically different than other.

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In estimating the peak value of non-Gaussian wind load effects, a series of methods such as the global maxima method, the block maxima method and the translation process method have been developed.

The extreme response distributions conditional on wind speeds are determined from the simulation data using global maxima method and random process model method.

The estimated return level values obtained by the ACER method are compared to the corresponding values obtained by the annual maxima method and the peaks-over-threshold method.

Fluorescence thresholds were calculated for each of the four calibration curves according to the cycle before second derivative maxima method, and then averaged during the process of producing the calibration curve.

The estimated capacities for maximum method, Van Aerde method, and breakdown method are 2,086, 2,076, and 1,866 veh/h/ln, respectively.

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