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The analytical results showed that the prediction accuracy of the models was approximately 90%, indicating that the exponential smoothing model can fit the variation of heavy metal pollution.
Therefore, the precision of these criteria for simulated models was approximately evaluated and was compared by the ANOVA for two-way randomized block design and LSD test.
For various reasons, such as colony mortality, queen mortality, and problems with fungal garden masses, our final sample size for most general linear models was approximately 105 108 colonies.
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The performance of original spatial models is approximately the same on the average.
Performance of the models were approximately the same and showed high correlation coefficients of cross validation (RP2= 0.94 and RMSEP = 5.79).
Some of the data points had viscosity values higher than 10,000 cP, whereas the maximum limit for the others models is approximately 600 cP.
By P P test, wind speed series generated by the function models are approximately coincident with actual wind sample (Appendix B), which indicates that Copula function modeling wind speed is reasonable [14].
Comparing plaster models and emodels, Mullen and coworkers [28] also found significant differences, with arch lengths measured on plaster models being approximately 1.5 mm larger than arch lengths measure on emodels.
For the geometry, the material properties, and the loading type considered the highest single-cycle efficiency predicted by these models is approximately 0.8 out of a maximum of 1.0.
The sensitivities (Sn) of the two models were approximately the same (Table 4).
We log-transformed the AWM and ADGW volumes so that the residuals from the linear models were approximately normally distributed.
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