# Changeset 650

Ignore:
Timestamp:
Sep 15, 2006, 5:12:44 PM (16 years ago)
Message:

corrected documentation to be in line with guidinglines

File:
1 edited

### Legend:

Unmodified
 r648 const utility::vector& value); /// Function taking values, target, weight and a vector defining /// what samples to use. The area is defines as \f$\frac{\sum /// w^+w^-}{\sum w^+w^-}\f$, where the sum in the numerator goes /// over all pairs where value+ is larger than value-. The /// denominator goes over all pairs. If target is equal to 1, /// sample belonges to class + otherwise sample belongs to class /// -. @return wheighted version of area under the ROC curve. If /// the area is less than 0.5 and absolute=true, 1-area is /// returned. Complexity is \f$N^2 \f$ where \f$N \f$ is number /// of samples. /// /** Function taking values, target, weight and a vector defining what samples to use. The area is defines as \f$\frac{\sum w^+w^-}{\sum w^+w^-}\f$, where the sum in the numerator goes over all pairs where value+ is larger than value-. The denominator goes over all pairs. If target is equal to 1, sample belonges to class + otherwise sample belongs to class -. @return wheighted version of area under the ROC curve. If the area is less than 0.5 and absolute=true, 1-area is returned. Complexity is \f$N^2 \f$ where \f$N \f$ is number of samples. */ double score(const classifier::Target& target, const classifier::DataLookupWeighted1D& value); /// Function taking values, target, weight and a vector defining /// what samples to use. The area is defines as \f$\frac{\sum /// w^+w^-}{\sum w^+w^-}\f$, where the sum in the numerator goes /// over all pairs where value+ is larger than value-. The /// denominator goes over all pairs. If target is equal to 1, /// sample belonges to class + otherwise sample belongs to class /// -. @return wheighted version of area under the ROC curve. If /// the area is less than 0.5 and absolute=true, 1-area is /// returned. Complexity is \f$N^2 \f$ where \f$N \f$ is number /// of samples. /// /** Function taking values, target, weight and a vector defining what samples to use. The area is defines as \f$\frac{\sum w^+w^-}{\sum w^+w^-}\f$, where the sum in the numerator goes over all pairs where value+ is larger than value-. The denominator goes over all pairs. If target is equal to 1, sample belonges to class + otherwise sample belongs to class -. @return wheighted version of area under the ROC curve. If the area is less than 0.5 and absolute=true, 1-area is returned. Complexity is \f$N^2 \f$ where \f$N \f$ is number of samples. */ double score(const classifier::Target& target, const utility::vector& value,