Adding custom per-object metric tutorial

If you want to add a metric to observe, to use overfitting detector or to choose best model, all you need is to implement method Eval of the class TUserDefinedPerObjectMetric. These method has the following parameters: * approx - is the vector of values of the target function for objects. * target - is the vector of objects targets. * weight - is the vector of objects weights. * queriesInfo - is the vector of queries information. You should not use it if you implement PerObjectMetric. * begin and end - The metric should be calculated for objects from the range [begin, end). * executor - is the element of class for parallelizing calculations. You may not use it.

And then set the parameter eval_metric with the value of UserPerObjMetric.

Example of the Logloss implementation:

TMetricHolder TUserDefinedPerObjectMetric::Eval(
    const TVector<TVector<double>>& approx,
    const TVector<float>& target,
    const TVector<float>& weight,
    const TVector<TQueryInfo>& /*queriesInfo*/,
    int begin,
    int end,
    NPar::ILocalExecutor& /*executor*/
) const {
    TMetricHolder error(2);
    for (int k = begin; k < end; ++k) {
        float w = weight.empty() ? 1 : weight[k];
        error.Stats[0] += w * (log(1 + exp(approx[0][k])) - target[k] * approx[0][k]);
        error.Stats[1] += w;
    }
    return error;
}

Adding custom per-object objective function tutorial

If you want to add a metric to optimize it, all you need is to implement methods CalcDer and CalcDer2 of the class TUserDefinedPerObjectError: These methods have the following parameters: * approx - is the value of the target function for the object. * target - is the target for the object.

And then set the parameter loss_function with the value of UserPerObjMetric.

Example of the Logloss implementation:

double CalcDer(double approx, float target) const {
    double approxExp = exp(approx);
    const double p = approxExp / (1 + approxExp);
    return target - p;
}

double CalcDer2(double approx, float /*target*/) const {
    double approxExp = exp(approx);
    const double p = approxExp / (1 + approxExp);
    return -p * (1 - p);
}

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