2015
DOI: 10.18178/ijscer.4.2.189-194
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A Comparative Study Between Least Square Support Vector Machine(Lssvm) and Multivariate Adaptive Regression Spline(Mars) Methods for the Measurement of Load Storing Capacity of Driven Piles in Cohesion Less Soil

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Cited by 4 publications
(6 citation statements)
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“…where parameters V j,min y , V j,max y , V j,min u , V j,max u , V j,min ∆u , and Vj,max ∆u are dimensionless controller constants analogous to the cost weights used for constraint softening; ε k ≥ 0 is the scalar QP slack variable used for constraints softening; s j y is the scale factor for the j-th plant output; y j,min and y j,max (i) are lower and upper limits for the j-th plant output and the i-th prediction horizon step; u j,min and u j,max (i) are lower and upper limits for the j-th MV and the i-th prediction horizon step; ∆u j,min and ∆u j,max (i) are (14) where u target (k+i|k) are n u MV target values corresponding to u(k+i|k). Parameter ε k is scalar QP slack variable at control interval k (dimensionless) used for constraint softening and ρ ε is constraint violation penalty weight (dimensionless).…”
Section: Resultsmentioning
confidence: 99%
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“…where parameters V j,min y , V j,max y , V j,min u , V j,max u , V j,min ∆u , and Vj,max ∆u are dimensionless controller constants analogous to the cost weights used for constraint softening; ε k ≥ 0 is the scalar QP slack variable used for constraints softening; s j y is the scale factor for the j-th plant output; y j,min and y j,max (i) are lower and upper limits for the j-th plant output and the i-th prediction horizon step; u j,min and u j,max (i) are lower and upper limits for the j-th MV and the i-th prediction horizon step; ∆u j,min and ∆u j,max (i) are (14) where u target (k+i|k) are n u MV target values corresponding to u(k+i|k). Parameter ε k is scalar QP slack variable at control interval k (dimensionless) used for constraint softening and ρ ε is constraint violation penalty weight (dimensionless).…”
Section: Resultsmentioning
confidence: 99%
“…If the MARS technique of regression analysis on time series is used, the autoregressive model can be obtained. Many works have been published that discussed the MARS method (e.g., [14,19,51]).…”
Section: Figurementioning
confidence: 99%
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“…Multivariate Adaptive Regression Splines (MARS) is the method of regression that was developed by [29]. Many works have been published that discussed the MARS method [26,[30][31][32][33][34]. It is a non-parametric regression technique that looks like an extension of linear models.…”
Section: Multivariate Adaptive Regression Splinesmentioning
confidence: 99%
“…The data are, in each spline, split into many subgroups, and several knots are created that can be placed between different input variables or different intervals in the same input variable to separating subgroups [31].…”
Section: Volmentioning
confidence: 99%