protected OnlinePearsonsRCalculator(OnlinePearsonsRCalculator original, Cloner cloner)
     : base(original, cloner)
 {
     covCalculator = cloner.Clone(original.covCalculator);
     sxCalculator  = cloner.Clone(original.sxCalculator);
     syCalculator  = cloner.Clone(original.syCalculator);
 }
 public OnlineLinearScalingParameterCalculator()
 {
     targetMeanCalculator = new OnlineMeanAndVarianceCalculator();
     originalMeanAndVarianceCalculator  = new OnlineMeanAndVarianceCalculator();
     originalTargetCovarianceCalculator = new OnlineCovarianceCalculator();
     Reset();
 }
 protected OnlineLinearScalingParameterCalculator(OnlineLinearScalingParameterCalculator original, Cloner cloner)
     : base(original, cloner)
 {
     targetMeanCalculator = cloner.Clone(original.targetMeanCalculator);
     originalMeanAndVarianceCalculator  = cloner.Clone(original.originalMeanAndVarianceCalculator);
     originalTargetCovarianceCalculator = cloner.Clone(original.originalTargetCovarianceCalculator);
     // do not reset the calculators here
 }
 protected OnlineMeanAndVarianceCalculator(OnlineMeanAndVarianceCalculator original, Cloner cloner = null)
     : base(original, cloner)
 {
     m_oldS             = original.m_oldS;
     m_oldM             = original.m_oldM;
     m_newS             = original.m_newS;
     m_newM             = original.m_newM;
     n                  = original.n;
     errorState         = original.errorState;
     varianceErrorState = original.varianceErrorState;
 }
Пример #5
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        public static void Calculate(IEnumerable <double> x, out double mean, out double variance, out OnlineCalculatorError meanErrorState, out OnlineCalculatorError varianceErrorState)
        {
            OnlineMeanAndVarianceCalculator meanAndVarianceCalculator = new OnlineMeanAndVarianceCalculator();

            foreach (double xi in x)
            {
                meanAndVarianceCalculator.Add(xi);
            }
            mean               = meanAndVarianceCalculator.Mean;
            variance           = meanAndVarianceCalculator.Variance;
            meanErrorState     = meanAndVarianceCalculator.MeanErrorState;
            varianceErrorState = meanAndVarianceCalculator.VarianceErrorState;
        }
 protected OnlineTheilsUStatisticCalculator(OnlineTheilsUStatisticCalculator original, Cloner cloner)
     : base(original, cloner)
 {
     squaredErrorMeanCalculator      = cloner.Clone(original.squaredErrorMeanCalculator);
     unbiasedEstimatorMeanCalculator = cloner.Clone(original.unbiasedEstimatorMeanCalculator);
 }
 public OnlineTheilsUStatisticCalculator()
 {
     squaredErrorMeanCalculator      = new OnlineMeanAndVarianceCalculator();
     unbiasedEstimatorMeanCalculator = new OnlineMeanAndVarianceCalculator();
     Reset();
 }
 protected OnlineNormalizedMeanSquaredErrorCalculator(OnlineNormalizedMeanSquaredErrorCalculator original, Cloner cloner)
     : base(original, cloner)
 {
     meanSquaredErrorCalculator = cloner.Clone(original.meanSquaredErrorCalculator);
     originalVarianceCalculator = cloner.Clone(original.originalVarianceCalculator);
 }
 public OnlineNormalizedMeanSquaredErrorCalculator()
 {
     meanSquaredErrorCalculator = new OnlineMeanAndVarianceCalculator();
     originalVarianceCalculator = new OnlineMeanAndVarianceCalculator();
     Reset();
 }
 public OnlineMeanErrorCalculator() {
   meanAndVarianceCalculator = new OnlineMeanAndVarianceCalculator();
   Reset();
 }
 protected OnlineMeanErrorCalculator(OnlineMeanErrorCalculator original, Cloner cloner)
     : base(original, cloner)
 {
     meanAndVarianceCalculator = cloner.Clone(original.meanAndVarianceCalculator);
 }
 public OnlineTheilsUStatisticCalculator() {
   squaredErrorMeanCalculator = new OnlineMeanAndVarianceCalculator();
   unbiasedEstimatorMeanCalculator = new OnlineMeanAndVarianceCalculator();
   Reset();
 }
 public OnlineNormalizedMeanSquaredErrorCalculator() {
   meanSquaredErrorCalculator = new OnlineMeanAndVarianceCalculator();
   originalVarianceCalculator = new OnlineMeanAndVarianceCalculator();
   Reset();
 }
 public OnlineLinearScalingParameterCalculator() {
   targetMeanCalculator = new OnlineMeanAndVarianceCalculator();
   originalMeanAndVarianceCalculator = new OnlineMeanAndVarianceCalculator();
   originalTargetCovarianceCalculator = new OnlineCovarianceCalculator();
   Reset();
 }
        public static void CalculateThresholds(IClassificationProblemData problemData, IEnumerable <double> estimatedValues, IEnumerable <double> targetClassValues, out double[] classValues, out double[] thresholds)
        {
            var    estimatedTargetValues = Enumerable.Zip(estimatedValues, targetClassValues, (e, t) => new { EstimatedValue = e, TargetValue = t }).ToList();
            double estimatedValuesRange  = estimatedValues.Range();

            Dictionary <double, double> classMean   = new Dictionary <double, double>();
            Dictionary <double, double> classStdDev = new Dictionary <double, double>();

            // calculate moments per class
            foreach (var group in estimatedTargetValues.GroupBy(p => p.TargetValue))
            {
                IEnumerable <double> estimatedClassValues = group.Select(x => x.EstimatedValue);
                double classValue = group.Key;
                double mean, variance;
                OnlineCalculatorError meanErrorState, varianceErrorState;
                OnlineMeanAndVarianceCalculator.Calculate(estimatedClassValues, out mean, out variance, out meanErrorState, out varianceErrorState);

                if (meanErrorState == OnlineCalculatorError.None && varianceErrorState == OnlineCalculatorError.None)
                {
                    classMean[classValue]   = mean;
                    classStdDev[classValue] = Math.Sqrt(variance);
                }
            }

            double[]      originalClasses = classMean.Keys.OrderBy(x => x).ToArray();
            int           nClasses        = originalClasses.Length;
            List <double> thresholdList   = new List <double>();

            for (int i = 0; i < nClasses - 1; i++)
            {
                for (int j = i + 1; j < nClasses; j++)
                {
                    double x1, x2;
                    double class0 = originalClasses[i];
                    double class1 = originalClasses[j];
                    // calculate all thresholds
                    CalculateCutPoints(classMean[class0], classStdDev[class0], classMean[class1], classStdDev[class1], out x1, out x2);

                    // if the two cut points are too close (for instance because the stdDev=0)
                    // then move them by 0.1% of the range of estimated values
                    if (x1.IsAlmost(x2))
                    {
                        x1 -= 0.001 * estimatedValuesRange;
                        x2 += 0.001 * estimatedValuesRange;
                    }
                    if (!double.IsInfinity(x1) && !thresholdList.Any(x => x.IsAlmost(x1)))
                    {
                        thresholdList.Add(x1);
                    }
                    if (!double.IsInfinity(x2) && !thresholdList.Any(x => x.IsAlmost(x2)))
                    {
                        thresholdList.Add(x2);
                    }
                }
            }
            thresholdList.Sort();

            // add small value and large value for the calculation of most influential class in each thresholded section
            thresholdList.Insert(0, double.NegativeInfinity);
            thresholdList.Add(double.PositiveInfinity);


            // find the most likely class for the points between thresholds m
            List <double> filteredThresholds  = new List <double>();
            List <double> filteredClassValues = new List <double>();

            for (int i = 0; i < thresholdList.Count - 1; i++)
            {
                // determine class with maximal density mass between the thresholds
                double maxDensity           = DensityMass(thresholdList[i], thresholdList[i + 1], classMean[originalClasses[0]], classStdDev[originalClasses[0]]);
                double maxDensityClassValue = originalClasses[0];
                foreach (var classValue in originalClasses.Skip(1))
                {
                    double density = DensityMass(thresholdList[i], thresholdList[i + 1], classMean[classValue], classStdDev[classValue]);
                    if (density > maxDensity)
                    {
                        maxDensity           = density;
                        maxDensityClassValue = classValue;
                    }
                }
                if (maxDensity > double.NegativeInfinity &&
                    (filteredClassValues.Count == 0 || !maxDensityClassValue.IsAlmost(filteredClassValues.Last())))
                {
                    filteredThresholds.Add(thresholdList[i]);
                    filteredClassValues.Add(maxDensityClassValue);
                }
            }

            if (filteredThresholds.Count == 0 || !double.IsNegativeInfinity(filteredThresholds.First()))
            {
                // this happens if there are no thresholds (distributions for all classes are exactly the same)
                // or when the CDF up to the first threshold is zero
                // -> all samples should be classified as the class with the most observations
                // group observations by target class and select the class with largest count
                double mostFrequentClass = targetClassValues.GroupBy(c => c)
                                           .OrderBy(g => g.Count())
                                           .Last().Key;
                filteredThresholds.Insert(0, double.NegativeInfinity);
                filteredClassValues.Insert(0, mostFrequentClass);
            }

            thresholds  = filteredThresholds.ToArray();
            classValues = filteredClassValues.ToArray();
        }
 public static void Calculate(IEnumerable<double> x, out double mean, out double variance, out OnlineCalculatorError meanErrorState, out OnlineCalculatorError varianceErrorState) {
   OnlineMeanAndVarianceCalculator meanAndVarianceCalculator = new OnlineMeanAndVarianceCalculator();
   foreach (double xi in x) {
     meanAndVarianceCalculator.Add(xi);
   }
   mean = meanAndVarianceCalculator.Mean;
   variance = meanAndVarianceCalculator.Variance;
   meanErrorState = meanAndVarianceCalculator.MeanErrorState;
   varianceErrorState = meanAndVarianceCalculator.VarianceErrorState;
 }
 public OnlineMeanErrorCalculator()
 {
     meanAndVarianceCalculator = new OnlineMeanAndVarianceCalculator();
     Reset();
 }