Run
247702

Run 247702

Task 2125 (Supervised Classification) eucalyptus Uploaded 04-03-2015 by Joaquin Vanschoren
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Flow

weka.NaiveBayes(10)George H. John, Pat Langley: Estimating Continuous Distributions in Bayesian Classifiers. In: Eleventh Conference on Uncertainty in Artificial Intelligence, San Mateo, 338-345, 1995.

Result files

xml
Description

XML file describing the run, including user-defined evaluation measures.

model
Model readable

A human-readable description of the model that was built.

model
Model serialized

A serialized description of the model that can be read by the tool that generated it.

arff
Predictions

ARFF file with instance-level predictions generated by the model.

22 Evaluation measures

Area under ROC curve
0.8683
Per class
Cross-validation details (33% Holdout set)
F measure
0.5886
Per class
Cross-validation details (33% Holdout set)
Kappa
0.4669
Cross-validation details (33% Holdout set)
KB relative information score
123.9948
Cross-validation details (33% Holdout set)
Mean absolute error
0.1801
Cross-validation details (33% Holdout set)
Mean prior absolute error
0.3134
Cross-validation details (33% Holdout set)
Number of instances
242
Per class
Cross-validation details (33% Holdout set)
OS information
[Oracle Corporation, 1.7.0_75, amd64, Linux, 3.16.0-29-generic]
Precision
0.6231
Per class
Cross-validation details (33% Holdout set)
Predictive accuracy
0.5785
Cross-validation details (33% Holdout set)
Prior entropy
2.2629
Cross-validation details (33% Holdout set)
Recall
0.5785
Per class
Cross-validation details (33% Holdout set)
Relative absolute error
0.5746
Cross-validation details (33% Holdout set)
Root mean prior squared error
0.3959
Cross-validation details (33% Holdout set)
Root mean squared error
0.3649
Cross-validation details (33% Holdout set)
Root relative squared error
0.9217
Cross-validation details (33% Holdout set)
SciMark benchmark
1413.089
UserCPU time millis
10
Cross-validation details (33% Holdout set)
UserCPU time millis testing
10
Cross-validation details (33% Holdout set)