Description Details Author(s) Examples
Trees Classification and Regression using multivariate nodes calculated by an exhaustive numerical approach. We propose a new concept of decision tree, including multivariate knots and non hierarchical pathway. This package's model uses a multivariate nodes tree that calculates directly a risk score for each observation for the state Y observed. Nguyen JM, Gaultier A, Antonioli D (2015) <doi:10.1016/j.respe.2018.03.088> Castillo JM, Knol AC, Nguyen JM, Khammari A, Saint Jean M, Dreno B (2016) <doi:10.1684/ejd.2016.2826> Vildy S, Nguyen JM, Gaultier A, Khammari A, Dreno B (2017) <doi:10.1684/ejd.2016.2955> Nguyen JM, Gaultier A, Antonioli D (2018) <doi:10.1016/j.respe.2018.03.088>.
The DESCRIPTION file:
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Jean-Michel Nguyen [aut, cre], Daniel Antonioli [aut]
Maintainer: Jean-Michel Nguyen <jean-michel.nguyen@univ-nantes.fr>
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Loading required package: ROCR
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Factors : Class Sexe Age
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Cycle no. 1
Step no. 1
Number of observations : 1046
Coefficients : 0 1 1
Threshold= 2 Se= 79.64459 Sp= 75.17564 AUC= 0.7707756
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Cycle no. 1
Step no. 2
Number of observations : 447
Coefficients : 1 0 0
Threshold= 3 Se= 86.50794 Sp= 73.52025 AUC= 0.8135044
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-> Sensitivity = 97.25363 Specificity = 55.26932
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Cycle no. 2
Step no. 1
Number of observations : 793
Coefficients : 0 1 1
Threshold= 2 Se= 81.89369 Sp= 44.50262 AUC= 0.6339644
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Cycle no. 2
Step no. 2
Number of observations : 194
Coefficients : 0 1 0
Threshold= 1 Se= 26.6055 Sp= 84.70588 AUC= 0.5565569
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-> Sensitivity = 84.32956 Specificity = 72.13115
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Analysis performed in 2 cycles
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