diff --git a/src/mlpack/methods/decision_tree/all_categorical_split.hpp b/src/mlpack/methods/decision_tree/all_categorical_split.hpp index 9d432b732c..3165e6791e 100644 --- a/src/mlpack/methods/decision_tree/all_categorical_split.hpp +++ b/src/mlpack/methods/decision_tree/all_categorical_split.hpp @@ -103,21 +103,23 @@ class AllCategoricalSplit const WeightVecType& weights, const size_t minimumLeafSize, const double minimumGainSplit, - double& splitInfo, + arma::vec& splitInfo, AuxiliarySplitInfo& aux, FitnessFunction& fitnessFunction); /** - * Return the number of children in the split. + * If a split was found, returns the number of children of the split. + * Otherwise if there was no split, returns zero. * * @param splitInfo Auxiliary information for the split. * @param * (aux) Auxiliary information for the split (Unused). */ - static size_t NumChildren(const double& splitInfo, + static size_t NumChildren(const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */); /** - * Calculate the direction a point should percolate to. + * If a split was found, given a point, calculates the index of the child + * it should go to. Otherwise if there was no split, returns SIZE_MAX. * * @param point the Point to use. * @param splitInfo Auxiliary information for the split. @@ -126,7 +128,7 @@ class AllCategoricalSplit template static size_t CalculateDirection( const ElemType& point, - const double& splitInfo, + const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */); }; diff --git a/src/mlpack/methods/decision_tree/all_categorical_split_impl.hpp b/src/mlpack/methods/decision_tree/all_categorical_split_impl.hpp index 3ee94f1818..6f0b67ef20 100644 --- a/src/mlpack/methods/decision_tree/all_categorical_split_impl.hpp +++ b/src/mlpack/methods/decision_tree/all_categorical_split_impl.hpp @@ -123,7 +123,7 @@ double AllCategoricalSplit::SplitIfBetter( const WeightVecType& weights, const size_t minimumLeafSize, const double minimumGainSplit, - double& splitInfo, + arma::vec& splitInfo, AuxiliarySplitInfo& /* aux */, FitnessFunction& fitnessFunction) { @@ -199,7 +199,8 @@ double AllCategoricalSplit::SplitIfBetter( if (overallGain > bestGain + minimumGainSplit + epsilon) { // This is better, so store it in splitInfo and return. - splitInfo = numCategories; + splitInfo.set_size(1); + splitInfo[0] = numCategories; return overallGain; } @@ -209,20 +210,20 @@ double AllCategoricalSplit::SplitIfBetter( template size_t AllCategoricalSplit::NumChildren( - const double& splitInfo, + const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */) { - return (size_t) splitInfo; + return splitInfo.n_elem == 0 ? 0 : (size_t) splitInfo[0]; } template template size_t AllCategoricalSplit::CalculateDirection( const ElemType& point, - const double& /* splitInfo */, + const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */) { - return (size_t) point; + return splitInfo.n_elem == 0 ? SIZE_MAX : (size_t) point; } } // namespace mlpack diff --git a/src/mlpack/methods/decision_tree/best_binary_categorical_split.hpp b/src/mlpack/methods/decision_tree/best_binary_categorical_split.hpp new file mode 100644 index 0000000000..6e7cf6eca8 --- /dev/null +++ b/src/mlpack/methods/decision_tree/best_binary_categorical_split.hpp @@ -0,0 +1,299 @@ +/** + * @file methods/decision_tree/best_binary_categorical_split.hpp + * @author Nikolay Apanasov (nikolay@apanasov.org) + * + * A tree splitter that finds the best binary categorical split. + * + * mlpack is free software; you may redistribute it and/or modify it under the + * terms of the 3-clause BSD license. You should have received a copy of the + * 3-clause BSD license along with mlpack. If not, see + * http://www.opensource.org/licenses/BSD-3-Clause for more information. + */ +#ifndef MLPACK_METHODS_DECISION_TREE_BEST_BINARY_CATEGORICAL_SPLIT_HPP +#define MLPACK_METHODS_DECISION_TREE_BEST_BINARY_CATEGORICAL_SPLIT_HPP +#define LEFT 0 +#define RIGHT 1 + +#include +using namespace arma; + +/** + * The BestBinaryCategoricalSplit is a splitting function for decision trees + * that will exhaustively search a categorical dimension for the best binary + * split of a variable vₖ. This is a generic splitting strategy and can be + * used for both regression and classification. + * + * In the case of binary outcomes, it shown in CART[4.2] by Breiman et al. + * that if we order the categories by the proportion that fall in class C₁, + * and then split vₖ as if it was a numeric type, then the result is optimal. + * Surprising, but true. In the case of multiple classes, there is no such + * simplification. This method will search through all the 2ʲ possible + * partitions (Gₗ, Gᵣ) of the categories C₀, ..., Cⱼ₋₁, every time assigning + * samples with vₖ ∈ Gₗ to left tree Tₗ and those with vₖ ∈ Gᵣ to right + * tree Tᵣ. + * + * Warning: in the classification setting with multiple outcomes, this + * algorithm is exponential in the number of categories. Therefore + * BestBinaryCategoricalSplit should not be chosen when there are multiple + * classes and many categories. + * + * @book{CART, + * author = {Breiman, L. and Friedman, J. and Olshen, R. and Stone, C.}, + * year = {1984}, + * title = {Classification and Regression Trees}, + * publisher = {Chapman \& Hall} + * } + * + * In the regression setting, the algorithm is similar to the preceding linear- + * time split for the case of binary outcomes. The correctness of the algorithm + * for a quantitative response under l₂ loss is due to Fisher. + * + * @article{Fisher58, + * author = {Fisher, W.}, + * year = {1958}, + * title = {On Grouping for Maximum Homogeniety}, + * journal = {Journal of the American Statistical Association}, + * volume = {53}, + * pages = {789–798} + * } + * + * @tparam FitnessFunction Fitness function to use to calculate gain. + * categorical variable in the case of binary outcomes or regression. + */ +namespace mlpack { + +template +class BestBinaryCategoricalSplit +{ + +public: + // No extra info needed for split. + class AuxiliarySplitInfo { }; + // Allow access to the numeric split type. + typedef BestBinaryNumericSplit NumericSplit; + // For calls to the numeric splitter. + typedef typename BestBinaryNumericSplit + ::AuxiliarySplitInfo NumericAux; + + /** + * Check if we can split a node. If we can split a node in a way that + * improves on bestGain, then we return the improved gain. Otherwise we + * return the value DBL_MAX. + * + * This overload is used only for classification. + * + * @param bestGain Best gain seen so far (we'll only split if we find gain + * better than this). + * @param data The dimension of data points to check for a split in. + * @param numCategories Number of categories in the categorical data. + * @param labels Labels for each point. + * @param numClasses Number of classes in the dataset. + * @param weights Weights associated with labels. + * @param minLeafSize min number of points in a leaf node for + * splitting. + * @param minGainSplit min gain split. + * @param splitInfo Stores split information on a succesful split. A + * vector of size J, where J is the number of categories. splitInfo[k] + * is zero if category k is assigned to the left child, and otherwise + * it is one if assigned to the right. + * @param aux (ignored) + */ + template + static double SplitIfBetter( + const double bestGain, + const VecType& data, + const size_t numCategories, + const LabelsType& labels, + const size_t numClasses, + const WeightVecType& weights, + const size_t minLeafSize, + const double minGainSplit, + arma::vec& splitInfo, + AuxiliarySplitInfo& aux); + + /** + * Check if we can split a node. If we can split a node in a way that + * improves on bestGain, then we return the improved gain. Otherwise we + * return the value DBL_MAX. + * + * Overload for regression. As mentioned above, the result of Fisher only + * applies under l₂ loss, and thus this overload is used only for regression + * with MSEGain. + * + * @param bestGain Best gain seen so far (we'll only split if we find gain + * better than this). + * @param data The dimension of data points to check for a split in. + * @param numCategories Number of categories in the categorical data. + * @param responses Responses for each point. + * @param weights Weights associated with responses. + * @param minLeafSize min number of points in a leaf node for + * splitting. + * @param minGainSplit min gain split. + * @param splitInfo Stores split information on a successful split. + * + * @param splitInfo Stores split information on a succesful split. A + * vector of size J, where J is the number of categories. splitInfo[k] + * is zero if category k is assigned to the left child, and otherwise + * it is one if assigned to the right. + * @param aux (ignored) + * @param fitnessFunction The FitnessFunction object instance. It it used to + * evaluate the gain for the split. + */ + template + static double SplitIfBetter( + const double bestGain, + const VecType& data, + const size_t numCategories, + const ResponsesType& responses, + const WeightVecType& weights, + const size_t minLeafSize, + const double minGainSplit, + arma::vec& splitInfo, + AuxiliarySplitInfo& aux, + FitnessFunction& fitnessFunction); + + /** + * In the case that a split was found, returns the number of children + * of the split. Otherwise if there was not split, returns zero. A binary + * split always has two children. + * + * @param splitInfo Auxiliary information for the split. A vector + * of size J, where J is the number of categories. splitInfo[k] + * is zero if category k is assigned to the left child, and otherwise + * it is one if assigned to the right. + * @param * (aux) Auxiliary information for the split (Unused). + */ + static size_t NumChildren(const arma::vec& splitInfo, + const AuxiliarySplitInfo& /* aux */) + { + return splitInfo.n_elem == 0 ? 0 : 2; + } + + /** + * + * In the case that a split was found, given a point, calculates + * the index of the child it should go to. Otherwise if there was + * no split, returns SIZE_MAX. + * + * @param point the Point to use. + * @param splitInfo Auxiliary information for the split. A vector + * of size J, where J is the number of categories. splitInfo[k] is + * zero if category Cₖ is assigned to the left child, and otherwise + * it is one if Cₖ is assigned to the right. + * @param * (aux) Auxiliary information for the split (Unused). + */ + template + static size_t CalculateDirection( + const ElemType& point, + const arma::vec& splitInfo, + const AuxiliarySplitInfo& /* aux */) + { + return splitInfo.n_elem == 0 ? SIZE_MAX : (size_t) splitInfo[point]; + } + +private: + /** + * Auxiliary for SplitIfBetter in the multi-class setting. Recursively + * enumerates all partitions (Gₗ, Gᵣ) of categories C₀, ..., Cⱼ₋₁, and + * computes the gain for each one, where samples with vₖ ∈ Gₗ are assigned + * to the left tree Tₗ and those with vₖ ∈ Gᵣ to the right tree Tᵣ. + * + * In the case that a better split is found, bestFoundGain is updated with + * the gain value and splitInfo is updated with the corresponding partition. + * + * @param labels -- Labels for each point. + * @param numClasses -- Number of classes in the dataset. + * @param numCategories Number of categories in the categorical data. + * @param bestFoundGain -- The best gain found thus far. Updated if + * and when a better split is found. + * @param categorySamples -- Map from category Cⱼ to the samples whose + * categorical value for variable vₖ is Cⱼ. Column j is for Cⱼ. + * @param categories -- J dimensional vector used to maintain the + * current partition of the categories. + * @param splitInfo -- Stores split information on a succesful split. A + * vector of size J, where J is the number of categories. splitInfo[k] + * is zero if category k is assigned to the left child, and otherwise + * it is one if assigned to the right. + * @param classCounts -- mx2 matrix, where m = numClasses, used to compute + * the gain with the FitnessFunction. All zero initially. + * @param totalLeft, totalRight -- Number of samples assigned + * to the left and right subtrees respectively. Initialized to zero. + * @param k -- Index of the current category being assigned. + * Initialized value is zero. + */ + template + static bool PartitionSplit( + const VecType& data, + const LabelsType& labels, + const size_t numCategories, + const size_t numClasses, + double& bestFoundGain, + arma::SpMat& categorySamples, + arma::uvec& categories, + arma::vec& splitInfo, + arma::Mat& classCounts, + size_t totalLeft = 0, + size_t totalRight = 0, + size_t k = 0); + + /** + * Auxiliary for SplitIfBetter in the multi-class setting. Recursively + * enumerates all partitions (Gₗ, Gᵣ) of categories C₀, ..., Cⱼ₋₁, and + * computes the gain for each one, where samples with vₖ ∈ Gₗ are assigned + * to the left tree Tₗ and those with vₖ ∈ Gᵣ to the right tree Tᵣ. + * + * In the case that a better split is found, bestFoundGain is updated with + * the gain value and splitInfo is updated with the corresponding partition. + * + * This overload is used to compute the partition using weights, that is + * when the template variable UseWeights is true. + * + * @param labels -- Labels for each point. + * @param numCategories Number of categories in the categorical data. + * @param numClasses -- Number of classes in the dataset. + * @param weights -- Weights associated with labels. + * @param totalWeight -- Sum of weights. + * @param bestFoundGain -- The best gain found thus far. Updated if + * and when a better split is found. + * @param categorySamples -- Map from category Cⱼ to the samples whose + * categorical value for variable vₖ is Cⱼ. Column j is for Cⱼ. + * @param categories -- J dimensional vector used to maintain the + * current partition of the categories. + * @param splitInfo -- Stores split information on a succesful split. A + * vector of size J, where J is the number of categories. splitInfo[k] + * is zero if category k is assigned to the left child, and otherwise + * it is one if assigned to the right. + * @param classWeightSums -- mx2 matrix, where m = numClasses, used to + * compute the gain with the FitnessFunction. All zero initially. + * @param totalLeftWeight, totalRightWeight -- Weight assigned to the left + * and right subtree respectively. Initialized to zero. + * @param k -- Index of the current category being assigned. + * Initialized value is zero. + */ + template + static bool PartitionSplit( + const VecType& data, + const LabelsType& labels, + const size_t numCategories, + const size_t numClasses, + const WeightVecType& weights, + const double totalWeight, + double& bestFoundGain, + arma::SpMat& categorySamples, + arma::uvec& categories, + arma::vec& splitInfo, + arma::mat& classWeightSums, + double totalLeftWeight = 0.0, + double totalRightWeight = 0.0, + size_t k = 0); + +}; + +} // namespace mlpack + +// Include implementation. +#include "best_binary_categorical_split_impl.hpp" + +#endif diff --git a/src/mlpack/methods/decision_tree/best_binary_categorical_split_impl.hpp b/src/mlpack/methods/decision_tree/best_binary_categorical_split_impl.hpp new file mode 100644 index 0000000000..81def54330 --- /dev/null +++ b/src/mlpack/methods/decision_tree/best_binary_categorical_split_impl.hpp @@ -0,0 +1,414 @@ +/** + * @file methods/decision_tree/all_categorical_split_impl.hpp + * @author Nikolay Apanasov (nikolay@apanasov.org) + * + * Implementation of the BestBinaryCategoricalSplit categorical split class. + * + * mlpack is free software; you may redistribute it and/or modify it under the + * terms of the 3-clause BSD license. You should have received a copy of the + * 3-clause BSD license along with mlpack. If not, see + * http://www.opensource.org/licenses/BSD-3-Clause for more information. + */ +#ifndef MLPACK_METHODS_DECISION_TREE_BEST_BINARY_CATEGORICAL_SPLIT_IMPL_HPP +#define MLPACK_METHODS_DECISION_TREE_BEST_BINARY_CATEGORICAL_SPLIT_IMPL_HPP +namespace mlpack { + +// Overload used in classification. +template +template +double BestBinaryCategoricalSplit::SplitIfBetter( + const double bestGain, + const VecType& data, + const size_t numCategories, + const LabelsType& labels, + const size_t numClasses, + const WeightVecType& weights, + const size_t minLeafSize, + const double minGainSplit, + vec& splitInfo, + AuxiliarySplitInfo& aux) +{ + const size_t n = data.n_elem; + double bestFoundGain = std::min(bestGain + minGainSplit, 0.0); + bool improved = false; + + // We are too small to split. + if (n < (minLeafSize * 2)) + return DBL_MAX; + + // Binary classification + if (numClasses == 2) { + // Order the categories of variable vₖ by their proportion in class C₁ + // and map each categorical vₖ to its categorical rank + umat categoryCounts(numCategories, 2, fill::zeros); + vec categoryP(numCategories); + size_t totalCount; + + for (size_t i = 0; i < n; ++i) + ++categoryCounts(data[i], labels[i]); + for (size_t i = 0; i < numCategories; ++i) + { + totalCount = (categoryCounts(i, 0) + categoryCounts(i, 1)); + categoryP[i] = totalCount == 0 ? 0 : (categoryCounts(i, 1) + /(categoryCounts(i, 0) + categoryCounts(i, 1))); + } + + uvec sortedCategories = sort_index(categoryP); + uvec categoryRank(numCategories); + for (size_t i = 0; i < numCategories; i++) + categoryRank[sortedCategories[i]] = i; + + uvec transformedData(n); + for (size_t i = 0; i < n; ++i) + transformedData[i] = categoryRank[data[i]]; + + // Split the transformed vₖ as a numeric type. + bestFoundGain = NumericSplit::template SplitIfBetter( + bestFoundGain, + transformedData, + labels, + numClasses, + weights, + minLeafSize, + minGainSplit, + splitInfo, + (NumericAux &) aux + ); + improved = bestFoundGain != DBL_MAX; + + // This split is better: store the set membership in splitInfo + // and return. Thus splitInfo is a vector of size Q, where Q is + // the number of categories, and splitInfo[k] is zero if category + // k is assigned to the left child, and otherwise it is one if k + // is assigned to the right. + if (improved) { + const size_t splitIndex = (size_t) std::floor((double) splitInfo[0]); + splitInfo.set_size(numCategories); + for (size_t c: sortedCategories.subvec(0, splitIndex)) + splitInfo[c] = LEFT; + for (size_t c: sortedCategories.subvec(splitIndex+1, numCategories-1)) + splitInfo[c] = RIGHT; + } + + } + // Multi-class classification -- Brute force search through all the + // 2ʲ possible partitions (Gₗ, Gᵣ) of the categories C₀, ..., Cⱼ, + // assigning samples with vₖ ∈ Gₗ to left tree Tₗ and those with vₖ ∈ Gᵣ + // to right tree Tᵣ. + else + { + + // A map from category Cⱼ to the samples whose categorical value + // for variable vₖ is Cⱼ. The jth column corresponds to Cⱼ. + SpMat categorySamples(n, numCategories); + for (size_t i = 0; i < n; ++i) + categorySamples(i, data[i]) = 1; + + uvec categories(numCategories); + if (UseWeights) + { + // Weight counts for computing the gain. + double totalWeight = accu(weights); + mat classWeightSums = zeros(numClasses, 2); + bestFoundGain *= totalWeight; + + // Recursively check the gain for all partitions. + improved = PartitionSplit( + data, labels, numCategories, numClasses, weights, + totalWeight, bestFoundGain, categorySamples, categories, + splitInfo, classWeightSums + ); + bestFoundGain /= totalWeight; + } + else + { + // Class counts for computing the gain. + Mat classCounts = zeros>(numClasses, 2); + bestFoundGain *= n; + + // Recursively check the gain for all partitions. + improved = PartitionSplit( + data, labels, numCategories, numClasses, bestFoundGain, + categorySamples, categories, splitInfo, classCounts + ); + bestFoundGain /= n; + } + } + return improved? bestFoundGain : DBL_MAX; +} + + +// Overload used in regression with MSEGain. +template +template +double BestBinaryCategoricalSplit::SplitIfBetter( + const double bestGain, + const VecType& data, + const size_t numCategories, + const ResponsesType& responses, + const WeightVecType& weights, + const size_t minLeafSize, + const double minGainSplit, + vec& splitInfo, + AuxiliarySplitInfo& aux, + FitnessFunction& fitnessFunction) +{ + static_assert(std::is_same::value, + "BestBinaryCategoricalSplit: regression FitnessFunction must be MSEGain." + ); + const size_t n = data.n_elem; + double bestFoundGain = std::min(bestGain + minGainSplit, 0.0); + + // We are too small to split. + if (n < (minLeafSize * 2)) + return DBL_MAX; + + // Order the categories of variable vₖ by increasing mean + // of the response y. categoryResponse[i, 0] will contain + // the mean response for category Cᵢ. + vec categoryResponse(numCategories, fill::zeros); + uvec categoryCounts(numCategories, fill::zeros); + + for (size_t i = 0; i < n; ++i) + { + categoryResponse[data[i]] += responses[i]; + ++categoryCounts[data[i]]; + } + for (size_t i = 0; i < numCategories; ++i) + categoryResponse[i] = categoryCounts[i] == 0 ? 0 : + categoryResponse[i]/categoryCounts[i]; + + uvec sortedCategories = sort_index(categoryResponse); + uvec categoryRank(numCategories); + for (size_t i = 0; i < numCategories; i++) + categoryRank[sortedCategories[i]] = i; + + uvec transformedData(n); + for (size_t i = 0; i < n; ++i) + transformedData[i] = categoryRank[data[i]]; + + // Split the transformed vₖ as a numeric type. + bestFoundGain = NumericSplit::template SplitIfBetter( + bestFoundGain, + transformedData, + responses, + weights, + minLeafSize, + minGainSplit, + splitInfo, + (NumericAux &) aux, + fitnessFunction + ); + bool improved = bestFoundGain != DBL_MAX; + + if (improved) + { + // This split is better: store the set membership in splitInfo + // and return. Thus splitInfo is a vector of size Q, where Q is + // the number of categories, and splitInfo[k] is zero if category + // k is assigned to the left child, and otherwise it is one if k + // is assigned to the right. + size_t splitIndex = (size_t) std::floor((double) splitInfo[0]); + splitInfo.set_size(numCategories + 1); + for (size_t c: sortedCategories.subvec(0, splitIndex)) + splitInfo[c] = LEFT; + for (size_t c: sortedCategories.subvec(splitIndex+1, numCategories-1)) + splitInfo[c] = RIGHT; + return bestFoundGain; + } + return DBL_MAX; +} + +template +template +bool BestBinaryCategoricalSplit::PartitionSplit( + const VecType& data, + const LabelsType& labels, + const size_t numCategories, + const size_t numClasses, + double& bestFoundGain, + SpMat& categorySamples, + uvec& categories, + vec& splitInfo, + Mat& classCounts, + size_t totalLeft, + size_t totalRight, + size_t k) +{ + /* Base case -- We have already found an optimal split. */ + if (bestFoundGain >= 0.0) + return false; + + if (k == numCategories) + { + /** + * Base case -- Compute the gain for the current partition. + */ + double leftGain, rightGain, gain; + + // The gain for children Tₗ and Tᵣ. + leftGain = FitnessFunction::template EvaluatePtr( + classCounts.colptr(LEFT), numClasses, totalLeft + ); + rightGain = FitnessFunction::template EvaluatePtr( + classCounts.colptr(RIGHT), numClasses, totalRight + ); + // The gain for this split. + gain = double(totalLeft)*leftGain + double(totalRight)*rightGain; + + // This is the best split found thus far. + if (gain > bestFoundGain) + { + bestFoundGain = gain; + splitInfo.set_size(numCategories); + for (size_t i = 0; i < numCategories; ++i) + splitInfo[i] = categories[i]; + return true; + } + return false; + } + bool improved = false; + uvec samples = find(categorySamples.col(k)); + + /** + * Compute the gain with category Cₖ ∈ Tₗ + */ + categories[k] = LEFT; + for (auto i : samples) + { + ++classCounts(labels[i], LEFT); + } + totalLeft += samples.n_elem; + + improved = PartitionSplit( + data, labels, numCategories, numClasses, bestFoundGain, categorySamples, + categories, splitInfo, classCounts, totalLeft, totalRight, k+1 + ); + + /** + * Compute the gain with category Cₖ ∈ Tᵣ + */ + categories[k] = RIGHT; + for (auto i : samples) + { + --classCounts(labels[i], LEFT); + ++classCounts(labels[i], RIGHT); + } + totalLeft -= samples.n_elem; + totalRight += samples.n_elem; + + improved |= PartitionSplit( + data, labels, numCategories, numClasses, bestFoundGain, categorySamples, + categories, splitInfo, classCounts, totalLeft, totalRight, k+1 + ); + + /* Unassign Cₖ and return whether a better split was found. */ + for (auto i : samples) + { + --classCounts(labels[i], RIGHT); + } + totalRight -= samples.n_elem; + return improved; +} + + +// Overload used with weights. +template +template +bool BestBinaryCategoricalSplit::PartitionSplit( + const VecType& data, + const LabelsType& labels, + const size_t numCategories, + const size_t numClasses, + const WeightVecType& weights, + const double totalWeight, + double& bestFoundGain, + SpMat& categorySamples, + uvec& categories, + vec& splitInfo, + mat& classWeightSums, + double totalLeftWeight, + double totalRightWeight, + size_t k) +{ + /* Base case -- We have already found an optimal split. */ + if (bestFoundGain >= 0.0) + return false; + + /** + * Base case -- Compute the gain for the current partition. + */ + if (k == numCategories) + { + double leftGain, rightGain, gain; + + // The gain for children Tₗ and Tᵣ. + leftGain = FitnessFunction::template EvaluatePtr( + classWeightSums.colptr(LEFT), numClasses, totalLeftWeight + ); + rightGain = FitnessFunction::template EvaluatePtr( + classWeightSums.colptr(RIGHT), numClasses, totalRightWeight + ); + + // The gain for this split. + gain = (totalLeftWeight * leftGain) + (totalRightWeight * rightGain); + + // This is the best split found thus far. + if (gain > bestFoundGain) + { + bestFoundGain = gain; + splitInfo.set_size(numCategories); + for (size_t i = 0; i < numCategories; ++i) + splitInfo[i] = categories[i]; + return true; + } + return false; + } + bool improved= false; + uvec samples = find(categorySamples.col(k)); + + /** + * Compute the gain with category Cₖ ∈ Tₗ + */ + categories[k] = LEFT; + for (auto i : samples) + { + classWeightSums(labels[i], LEFT) += weights[i]; + totalLeftWeight += weights[i]; + } + improved = PartitionSplit( + data, labels, numCategories, numClasses, weights, totalWeight, + bestFoundGain, categorySamples, categories, splitInfo, + classWeightSums, totalLeftWeight, totalRightWeight, k+1 + ); + + /** + * Compute the gain with category Cₖ ∈ Tᵣ + */ + categories[k] = RIGHT; + for (auto i : samples) + { + classWeightSums(labels[i], LEFT) -= weights[i]; + classWeightSums(labels[i], RIGHT) += weights[i]; + totalLeftWeight -= weights[i]; + totalRightWeight += weights[i]; + } + improved |= PartitionSplit( + data, labels, numCategories, numClasses, weights, totalWeight, + bestFoundGain, categorySamples, categories, splitInfo, + classWeightSums, totalLeftWeight, totalRightWeight, k+1 + ); + + /* Unassign Cₖ and return whether a better split was found. */ + for (auto i : samples) + { + classWeightSums(labels[i], RIGHT) -= weights[i]; + totalRightWeight -= weights[i]; + } + return improved; +} + +} // namespace mlpack +#endif diff --git a/src/mlpack/methods/decision_tree/best_binary_numeric_split.hpp b/src/mlpack/methods/decision_tree/best_binary_numeric_split.hpp index 34d397c829..bcaa27139e 100644 --- a/src/mlpack/methods/decision_tree/best_binary_numeric_split.hpp +++ b/src/mlpack/methods/decision_tree/best_binary_numeric_split.hpp @@ -118,7 +118,7 @@ class BestBinaryNumericSplit const WeightVecType& weights, const size_t minimumLeafSize, const double minimumGainSplit, - double& splitInfo, + arma::vec& splitInfo, AuxiliarySplitInfo& aux, FitnessFunction& fitnessFunction); @@ -155,21 +155,24 @@ class BestBinaryNumericSplit const WeightVecType& weights, const size_t minimumLeafSize, const double minimumGainSplit, - double& splitInfo, + arma::vec& splitInfo, AuxiliarySplitInfo& /* aux */, FitnessFunction& fitnessFunction); /** - * Returns 2, since the binary split always has two children. + * If a split was found, returns the number of children of the split. + * Otherwise returns zero. A binary split always has two children. */ - static size_t NumChildren(const double& /* splitInfo */, + static size_t NumChildren(const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */) { - return 2; + return splitInfo.n_elem == 0 ? 0 : 2; } /** - * Given a point, calculate which child it should go to (left or right). + * In the case that a split was found, given a point, calculate + * which child it should go to (left or right). Otherwise if + * there was no split, returns SIZE_MAX. * * @param point Point to calculate direction of. * @param splitInfo Auxiliary information for the split. @@ -178,7 +181,7 @@ class BestBinaryNumericSplit template static size_t CalculateDirection( const ElemType& point, - const double& splitInfo, + const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */); }; diff --git a/src/mlpack/methods/decision_tree/best_binary_numeric_split_impl.hpp b/src/mlpack/methods/decision_tree/best_binary_numeric_split_impl.hpp index e8c8647206..bbf1edf221 100644 --- a/src/mlpack/methods/decision_tree/best_binary_numeric_split_impl.hpp +++ b/src/mlpack/methods/decision_tree/best_binary_numeric_split_impl.hpp @@ -118,11 +118,9 @@ double BestBinaryNumericSplit::SplitIfBetter( --classCounts(sortedLabels[index - 1], 1); ++classCounts(sortedLabels[index - 1], 0); } - - // Make sure that the value has changed. - if (data[sortedIndices[index]] == data[sortedIndices[index - 1]]) + if (data[sortedIndices[index - 1]] == data[sortedIndices[index]]) continue; - + // Calculate the gain for the left and right child. Only use weights if // needed. const double leftGain = UseWeights ? @@ -218,7 +216,7 @@ BestBinaryNumericSplit::SplitIfBetter( const WeightVecType& weights, const size_t minimumLeafSize, const double minimumGainSplit, - double& splitInfo, + arma::vec& splitInfo, AuxiliarySplitInfo& /* aux */, FitnessFunction& fitnessFunction) { @@ -314,7 +312,8 @@ BestBinaryNumericSplit::SplitIfBetter( // We can take a shortcut: no split will be better than this, so just // take this one. The actual split value will be halfway between the // value at index - 1 and index. - splitInfo = (data[sortedIndices[index - 1]] + + splitInfo.set_size(1); + splitInfo[0] = (data[sortedIndices[index - 1]] + data[sortedIndices[index]]) / 2.0; // In some very extreme cases, floating-point inaccuracies can lead to the @@ -323,14 +322,14 @@ BestBinaryNumericSplit::SplitIfBetter( // bump it down incrementally. if (splitInfo == data[sortedIndices[index]]) splitInfo = std::nexttoward(splitInfo, data[sortedIndices[index - 1]]); - return gain; } if (gain > bestFoundGain) { // We still have a better split. bestFoundGain = gain; - splitInfo = (data[sortedIndices[index - 1]] + + splitInfo.set_size(1); + splitInfo[0] = (data[sortedIndices[index - 1]] + data[sortedIndices[index]]) / 2.0; improved = true; @@ -371,7 +370,7 @@ BestBinaryNumericSplit::SplitIfBetter( const WeightVecType& weights, const size_t minimumLeafSize, const double minimumGainSplit, - double& splitInfo, + arma::vec& splitInfo, AuxiliarySplitInfo& /* aux */, FitnessFunction& fitnessFunction) { @@ -475,7 +474,8 @@ BestBinaryNumericSplit::SplitIfBetter( // We can take a shortcut: no split will be better than this, so just // take this one. The actual split value will be halfway between the // value at index - 1 and index. - splitInfo = (data[sortedIndices[index - 1]] + + splitInfo.set_size(1); + splitInfo[0] = (data[sortedIndices[index - 1]] + data[sortedIndices[index]]) / 2.0; // In some very extreme cases, floating-point inaccuracies can lead to the @@ -491,7 +491,8 @@ BestBinaryNumericSplit::SplitIfBetter( { // We still have a better split. bestFoundGain = gain; - splitInfo = (data[sortedIndices[index - 1]] + + splitInfo.set_size(1); + splitInfo[0] = (data[sortedIndices[index - 1]] + data[sortedIndices[index]]) / 2.0; improved = true; @@ -520,10 +521,12 @@ template template size_t BestBinaryNumericSplit::CalculateDirection( const ElemType& point, - const double& splitInfo, + const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */) { - if (point <= splitInfo) + if (splitInfo.n_elem == 0) + return SIZE_MAX; + else if (point <= splitInfo[0]) return 0; // Go left. else return 1; // Go right. diff --git a/src/mlpack/methods/decision_tree/decision_tree.hpp b/src/mlpack/methods/decision_tree/decision_tree.hpp index af169822b5..e8cc7d08ca 100644 --- a/src/mlpack/methods/decision_tree/decision_tree.hpp +++ b/src/mlpack/methods/decision_tree/decision_tree.hpp @@ -23,6 +23,7 @@ #include "best_binary_numeric_split.hpp" #include "random_binary_numeric_split.hpp" +#include "best_binary_categorical_split.hpp" #include "all_categorical_split.hpp" #include "all_dimension_select.hpp" diff --git a/src/mlpack/methods/decision_tree/decision_tree_impl.hpp b/src/mlpack/methods/decision_tree/decision_tree_impl.hpp index b77b897c4a..b523fdbdad 100644 --- a/src/mlpack/methods/decision_tree/decision_tree_impl.hpp +++ b/src/mlpack/methods/decision_tree/decision_tree_impl.hpp @@ -270,6 +270,7 @@ DecisionTree childAssignments(count); @@ -715,14 +716,14 @@ double DecisionTree children; - //! The dimension this node splits on. - size_t splitDimension; - //! The type of the dimension that we have split on (only meaningful if this - //! is a non-leaf in a trained tree). - size_t dimensionType; - union { - //! Stores the split point for internal nodes of the tree. - double splitPoint; - //! Stores the prediction value for leaf nodes of the tree. + //! Stores the prediction value, for leaf nodes of the tree. double prediction; + //! The dimension of the split, for internal nodes. + size_t splitDimension; }; + //! For internal nodes, the type of the split variable. + size_t dimensionType; + //! For internal nodes, the split information for the splitter. + arma::vec splitInfo; //! Note that this class will also hold the members of the NumericSplit and //! CategoricalSplit AuxiliarySplitInfo classes, since it inherits from them. diff --git a/src/mlpack/methods/decision_tree/decision_tree_regressor_impl.hpp b/src/mlpack/methods/decision_tree/decision_tree_regressor_impl.hpp index 210de697ec..bcfb147821 100644 --- a/src/mlpack/methods/decision_tree/decision_tree_regressor_impl.hpp +++ b/src/mlpack/methods/decision_tree/decision_tree_regressor_impl.hpp @@ -28,9 +28,9 @@ DecisionTreeRegressor::DecisionTreeRegressor() : - splitDimension(0), + prediction(0), dimensionType(0), - splitPoint(0.0) + splitInfo() { // Nothing to do here. } @@ -53,7 +53,7 @@ DecisionTreeRegressor::type; using TrueResponsesType = typename std::decay::type; @@ -89,7 +89,7 @@ DecisionTreeRegressor::type; using TrueResponsesType = typename std::decay::type; @@ -129,6 +129,7 @@ DecisionTreeRegressor::type>::value>*) + : splitInfo() { using TrueMatType = typename std::decay::type; using TrueResponsesType = typename std::decay::type; @@ -169,7 +170,7 @@ DecisionTreeRegressor::type>::value>*) + WeightsType>::type>::value>*) : splitInfo() { using TrueMatType = typename std::decay::type; using TrueResponsesType = typename std::decay::type; @@ -210,7 +211,8 @@ DecisionTreeRegressor::type>::value>*): NumericAuxiliarySplitInfo(other), - CategoricalAuxiliarySplitInfo(other) + CategoricalAuxiliarySplitInfo(other), + splitInfo(std::move(other.splitInfo)) { using TrueMatType = typename std::decay::type; using TrueResponsesType = typename std::decay::type; @@ -250,7 +252,8 @@ DecisionTreeRegressor::type>::value>*): NumericAuxiliarySplitInfo(other), - CategoricalAuxiliarySplitInfo(other) // other info does need to copy + CategoricalAuxiliarySplitInfo(other), // other info does need to copy + splitInfo(std::move(other.splitInfo)) { using TrueMatType = typename std::decay::type; using TrueResponsesType = typename std::decay::type; @@ -284,17 +287,12 @@ DecisionTreeRegressor( responses.cols(begin, begin + count - 1), UseWeights ? weights.subvec(begin, begin + count - 1) : weights); @@ -656,7 +649,7 @@ double DecisionTreeRegressor childAssignments(count); @@ -707,14 +700,14 @@ double DecisionTreeRegressor( responses.cols(begin, begin + count - 1), @@ -837,7 +830,7 @@ double DecisionTreeRegressor static size_t CalculateDirection( const ElemType& point, - const double& splitInfo, + const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */); }; diff --git a/src/mlpack/methods/decision_tree/random_binary_numeric_split_impl.hpp b/src/mlpack/methods/decision_tree/random_binary_numeric_split_impl.hpp index 9139214248..10d92af69c 100644 --- a/src/mlpack/methods/decision_tree/random_binary_numeric_split_impl.hpp +++ b/src/mlpack/methods/decision_tree/random_binary_numeric_split_impl.hpp @@ -146,7 +146,7 @@ double RandomBinaryNumericSplit::SplitIfBetter( const WeightVecType& weights, const size_t minimumLeafSize, const double minimumGainSplit, - double& splitInfo, + arma::vec& splitInfo, AuxiliarySplitInfo& /* aux */, FitnessFunction& fitnessFunction, const bool splitIfBetterGain) @@ -245,7 +245,8 @@ double RandomBinaryNumericSplit::SplitIfBetter( if (gain < bestFoundGain && splitIfBetterGain) return DBL_MAX; - splitInfo = randomPivot; + splitInfo.set_size(1); + splitInfo[0] = randomPivot; if (UseWeights) gain /= totalWeight; @@ -259,10 +260,12 @@ template template size_t RandomBinaryNumericSplit::CalculateDirection( const ElemType& point, - const double& splitInfo, + const arma::vec& splitInfo, const AuxiliarySplitInfo& /* aux */) { - if (point <= splitInfo) + if (splitInfo.n_elem == 0) + return SIZE_MAX; + else if (point <= splitInfo[0]) return 0; // Go left. else return 1; // Go right. diff --git a/src/mlpack/tests/data/mushroom.data.csv b/src/mlpack/tests/data/mushroom.data.csv new file mode 100644 index 0000000000..1c5a3fa032 --- /dev/null +++ b/src/mlpack/tests/data/mushroom.data.csv @@ -0,0 +1,8416 @@ 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+0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 diff --git a/src/mlpack/tests/decision_tree_regressor_test.cpp b/src/mlpack/tests/decision_tree_regressor_test.cpp index 5472f5f84e..8815095beb 100644 --- a/src/mlpack/tests/decision_tree_regressor_test.cpp +++ b/src/mlpack/tests/decision_tree_regressor_test.cpp @@ -193,7 +193,7 @@ TEST_CASE("AllCategoricalSplitSimpleSplitTest_", "[DecisionTreeRegressorTest]") responses[i + 1] = 100; } - double splitInfo; + arma::vec splitInfo; AllCategoricalSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -211,7 +211,8 @@ TEST_CASE("AllCategoricalSplitSimpleSplitTest_", "[DecisionTreeRegressorTest]") REQUIRE(gain == weightedGain); // Make sure that splitInfo now hold the number of children. - REQUIRE((size_t) splitInfo == 2); + REQUIRE(splitInfo.n_elem == 1); + REQUIRE((size_t) splitInfo[0] == 2); } /** @@ -225,7 +226,7 @@ TEST_CASE("AllCategoricalSplitMinSamplesTest_", "[DecisionTreeRegressorTest]") arma::rowvec weights(responses.n_elem); weights.ones(); - double splitInfo; + arma::vec splitInfo; AllCategoricalSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -257,7 +258,7 @@ TEST_CASE("AllCategoricalSplitNoGainTest_", "[DecisionTreeRegressorTest]") responses[i + 2] = 0.5; } - double splitInfo; + arma::vec splitInfo; AllCategoricalSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -289,7 +290,7 @@ TEST_CASE("BestBinaryNumericSplitSimpleSplitTest_", arma::rowvec weights(responses.n_elem); weights.ones(); - double splitInfo; + arma::vec splitInfo; BestBinaryNumericSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -309,8 +310,9 @@ TEST_CASE("BestBinaryNumericSplitSimpleSplitTest_", // The class probabilities, for this split, hold the splitting point, which // should be between 4 and 5. - REQUIRE(splitInfo > 0.4); - REQUIRE(splitInfo < 0.5); + REQUIRE(splitInfo.n_elem == 1); + REQUIRE(splitInfo[0] > 0.4); + REQUIRE(splitInfo[0] < 0.5); } /** @@ -326,7 +328,7 @@ TEST_CASE("BestBinaryNumericSplitMinSamplesTest_", { 0.5, 0.5, 0.5, 0.5, 0.5, 1.0, 1.0, 1.0, 1.0, 1.0, 1.0 }; arma::rowvec weights(responses.n_elem); - double splitInfo; + arma::vec splitInfo; BestBinaryNumericSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -361,7 +363,7 @@ TEST_CASE("BestBinaryNumericSplitNoGainTest_", "[DecisionTreeRegressorTest]") responses[i + 1] = 1.0; } - double splitInfo; + arma::vec splitInfo; BestBinaryNumericSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -386,7 +388,7 @@ TEST_CASE("RandomBinaryNumericSplitAlwaysSplit_", arma::rowvec weights; weights.ones(responses.n_elem); - double splitInfo; + arma::vec splitInfo; RandomBinaryNumericSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -414,7 +416,7 @@ TEST_CASE("RandomBinaryNumericSplitMinSamplesTest_", arma::rowvec responses("0 0 0 0 0 1 1 1 1 1 1"); arma::rowvec weights(responses.n_elem); - double splitInfo; + arma::vec splitInfo; RandomBinaryNumericSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -449,7 +451,7 @@ TEST_CASE("RandomBinaryNumericSplitNoGainTest_", "[DecisionTreeRegressorTest]") responses[i + 1] = 1.0; } - double splitInfo; + arma::vec splitInfo; RandomBinaryNumericSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. @@ -462,6 +464,277 @@ TEST_CASE("RandomBinaryNumericSplitNoGainTest_", "[DecisionTreeRegressorTest]") REQUIRE(gain == DBL_MAX); } +/** + * Check that the BestBinaryCategoricalSplit will split perfectly + * when this is clearly possible. Category C₂ has response 2.0 + * and the rest are zero. + */ +TEST_CASE("BestBinaryCategoricalSplitRegressionTwoPerfectTest", + "[DecisionTreeRegressorTest]") +{ + size_t N = 3131; + size_t K = 17; + double EPSILON = 1e-7; + size_t minLeaf = 10; + + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + vec splitInfo; + MSEGain gainFn; + + vec data = randi(N, distr_param(0,K-1)); + rowvec weights = ones(N); + rowvec response(N); + for (size_t i = 0; i < N; ++i) + response[i] = data[i] == 2 ? 2 : 0; + + // Find the best binary split of the data. + double bestGain = MSEGain::Evaluate(response, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, response, weights, minLeaf, + EPSILON, splitInfo, aux, gainFn + ); + double weightedGain = + BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, response, weights, minLeaf, + EPSILON, splitInfo, aux, gainFn + ); + + // The split into categories [(2), (0, 1, 3, ..., K-1)] would be + // optimal, resulting in two pure children nodes, therefore the gain + // should be zero here. Unity weights means that the gain is the same + // with or without weights. + REQUIRE(gain > bestGain); + REQUIRE(gain == weightedGain); + REQUIRE(gain == Approx(0.0).margin(EPSILON)); + + // CalculateDirection should now send all of C₂ to the + // one direction and the remaining Cⱼ to the other. + vec class1_data = ones(N) * 2; + vec class1_direction(N); + vec class0_data= randi(N, distr_param(3, K - 1)); + vec class0_direction(N); + + for (size_t i = 0; i < N; ++i) + { + class0_direction(i) = BestBinaryCategoricalSplit + ::CalculateDirection( + class0_data(i), splitInfo, aux + ); + class1_direction(i) = BestBinaryCategoricalSplit + ::CalculateDirection( + class1_data(i), splitInfo, aux + ); + } + REQUIRE((all(class0_direction == LEFT) || all(class0_direction == RIGHT))); + REQUIRE((all(class1_direction == LEFT) || all(class1_direction == RIGHT))); +} + +/** + * Check that no split is made when it doesn't get us anything. + */ +TEST_CASE("BestBinaryCategoricalSplitRegressionNoGainTest", + "[DecisionTreeRegressorTest]") +{ + size_t N = 300; + size_t K = 10; + double EPSILON = 1e-7; + size_t minLeaf = 10; + + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + MSEGain gainFn; + vec splitInfo; + + vec data(N); + rowvec response(N); + rowvec weights = ones(N); + + for (size_t i = 0; i < N; i += 2) + { + data[i] = i % K; + response[i] = 0; + data[i + 1] = i % K; + response[i + 1] = 1; + } + + // Call the method to do the splitting. + double bestGain = MSEGain::Evaluate(response, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, response, weights, minLeaf, + EPSILON, splitInfo, aux, gainFn + ); + double weightedGain = + BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, response, weights, minLeaf, + EPSILON, splitInfo, aux, gainFn + ); + + // Make sure that there was no split. + REQUIRE(gain == DBL_MAX); + REQUIRE(gain == weightedGain); + REQUIRE(splitInfo.n_elem == 0); +} + +/** + * Make sure that BestBinaryCategoricalSplit respects the minimum number + * of samples required to split. + */ +TEST_CASE("BestBinaryCategoricalSplitRegressionMinSamplesTest", + "[DecisionTreeRegressorTest]") +{ + size_t K = 4; + double EPSILON = 1e-7; + size_t minLeaf = 8; + + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + MSEGain gainFn; + vec splitInfo; + + vec data("0 0 0 1 1 1 2 2 2 3 3 3"); + vec response("0 0 0 1 1 1 0 0 0 1 1 1"); + rowvec weights(response.n_elem, arma::fill::ones); + + // Call the method to do the splitting. + double bestGain = MSEGain::Evaluate(response, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, response, weights, minLeaf, + EPSILON, splitInfo, aux, gainFn + ); + double weightedGain = + BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, response, weights, minLeaf, + EPSILON, splitInfo, aux, gainFn + ); + + // Make sure it's not split. + REQUIRE(gain == DBL_MAX); + REQUIRE(weightedGain == DBL_MAX); + REQUIRE(splitInfo.n_elem == 0); +} + +/** + * Test that we can build a decision tree on a simple categorical dataset + * using the BestBinaryCategoricalSplit. + */ +TEST_CASE("BestCategoricalBuildTest_", "[DecisionTreeRegressorTest]") +{ + mat d; + rowvec r; + data::DatasetInfo di; + MockCategoricalData(d, r, di); + + // Split into a training set and a test set. + mat trainingData = d.cols(0, 1999); + mat testData = d.cols(2000, 3999); + rowvec trainingResponses = r.subvec(0, 1999); + rowvec testResponses = r.subvec(2000, 3999); + size_t minLeaf = 10; + + // Build the tree. + DecisionTreeRegressor< + MSEGain, BestBinaryNumericSplit, BestBinaryCategoricalSplit> + tree(trainingData, di, trainingResponses, minLeaf); + + // Now evaluate the quality of predictions. + rowvec predictions; + tree.Predict(testData, predictions); + + // Make sure we get reasonable rmse. + const double rmse = RMSE(predictions, testResponses); + REQUIRE(predictions.n_elem == testData.n_cols); + REQUIRE(rmse < 1.0); +} + +/** + * Test that we can build a decision tree with weights on a simple categorical + * dataset using the BestBinaryCategoricalSplit. + */ +TEST_CASE("BestCategoricalWeightedBuildTest_", "[DecisionTreeRegressorTest]") +{ + mat d; + rowvec r; + data::DatasetInfo di; + MockCategoricalData(d, r, di); + + // Split into a training set and a test set. + mat trainingData = d.cols(0, 1999); + mat testData = d.cols(2000, 3999); + rowvec trainingResponses = r.subvec(0, 1999); + rowvec testResponses = r.subvec(2000, 3999); + rowvec weights = ones(trainingResponses.n_elem); + size_t minLeaf = 10; + + // Build the tree. + DecisionTreeRegressor< + MSEGain, BestBinaryNumericSplit, BestBinaryCategoricalSplit> + tree(trainingData, di, trainingResponses, weights, minLeaf); + + // Now evaluate the quality of predictions. + rowvec predictions; + tree.Predict(testData, predictions); + + // Make sure we get reasonable rmse. + const double rmse = RMSE(predictions, testResponses); + REQUIRE(predictions.n_elem == testData.n_cols); + REQUIRE(rmse < 1.0); +} + +/** + * Test that we can build a decision tree on a simple categorical dataset using + * weights, with low-weight noise added, using the BestBinaryCategoricalSplit. + */ +TEST_CASE("BestCategoricalNoisyWeightedBuildTest_", + "[DecisionTreeRegressorTest]") +{ + mat d; + rowvec r; + data::DatasetInfo di; + MockCategoricalData(d, r, di); + + // Split into a training set and a test set. + mat trainingData = d.cols(0, 1999); + mat testData = d.cols(2000, 3999); + rowvec trainingResponses = r.subvec(0, 1999); + rowvec testResponses = r.subvec(2000, 3999); + size_t minLeaf = 10; + + // Now create random points. + mat randomNoise(5, 2000); + rowvec randomResponses(2000); + for (size_t i = 0; i < 2000; ++i) + { + randomNoise(0, i) = Random(); + randomNoise(1, i) = Random(-1, 1); + randomNoise(2, i) = Random(); + randomNoise(3, i) = RandInt(0, 2); + randomNoise(4, i) = RandInt(0, 5); + randomResponses[i] = Random(-10, 18); + } + + // Generate weights. + rowvec weights(4000); + for (size_t i = 0; i < 2000; ++i) + weights[i] = Random(0.9, 1.0); + for (size_t i = 2000; i < 4000; ++i) + weights[i] = Random(0.0, 0.001); + + mat fullData = join_rows(trainingData, randomNoise); + rowvec fullResponses = join_rows(trainingResponses, randomResponses); + + // Build the tree. + DecisionTreeRegressor< + MSEGain, BestBinaryNumericSplit, BestBinaryCategoricalSplit> + tree(fullData, di, fullResponses, weights, minLeaf); + + // Now evaluate the quality of predictions. + rowvec predictions; + tree.Predict(testData, predictions); + + // Make sure we get reasonable rmse. + const double rmse = RMSE(predictions, testResponses); + REQUIRE(predictions.n_elem == testData.n_cols); + REQUIRE(rmse < 1.5); +} + /** * A basic construction of the decision tree---ensure that we can create the * tree and that it split at least once. diff --git a/src/mlpack/tests/decision_tree_test.cpp b/src/mlpack/tests/decision_tree_test.cpp index 579dde2874..eff07eeceb 100644 --- a/src/mlpack/tests/decision_tree_test.cpp +++ b/src/mlpack/tests/decision_tree_test.cpp @@ -282,16 +282,16 @@ TEST_CASE("BestBinaryNumericSplitSimpleSplitTest", "[DecisionTreeTest]") arma::rowvec weights(labels.n_elem); weights.ones(); - arma::vec classProbabilities; + arma::vec splitInfo; BestBinaryNumericSplit::AuxiliarySplitInfo aux; // Call the method to do the splitting. const double bestGain = GiniGain::Evaluate(labels, 2, weights); const double gain = BestBinaryNumericSplit::SplitIfBetter( - bestGain, values, labels, 2, weights, 3, 1e-7, classProbabilities, aux); + bestGain, values, labels, 2, weights, 3, 1e-7, splitInfo, aux); const double weightedGain = BestBinaryNumericSplit::SplitIfBetter(bestGain, values, - labels, 2, weights, 3, 1e-7, classProbabilities, aux); + labels, 2, weights, 3, 1e-7, splitInfo, aux); // Make sure that a split was made. REQUIRE(gain > bestGain); @@ -304,9 +304,9 @@ TEST_CASE("BestBinaryNumericSplitSimpleSplitTest", "[DecisionTreeTest]") // The class probabilities, for this split, hold the splitting point, which // should be between 4 and 5. - REQUIRE(classProbabilities.n_elem == 1); - REQUIRE(classProbabilities[0] > 0.4); - REQUIRE(classProbabilities[0] < 0.5); + REQUIRE(splitInfo.n_elem == 1); + REQUIRE(splitInfo[0] > 0.4); + REQUIRE(splitInfo[0] < 0.5); } /** @@ -566,6 +566,482 @@ TEST_CASE("AllCategoricalSplitNoGainTest", "[DecisionTreeTest]") REQUIRE(classProbabilities.n_elem == 0); } +/** + * Check that the BestBinaryCategoricalSplit will split perfectly + * (in the binary class setting) when this is clearly possible. + * Category C₂ is class one and the rest are class zero. + */ +TEST_CASE("BestBinaryCategoricalSplitBinaryClassTwoPerfectTest", + "[DecisionTreeTest]") +{ + size_t N = 3131; + size_t K = 17; + double EPSILON = 1e-7; + size_t numClasses = 2; + size_t minLeaf = 10; + + vec splitInfo; + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + + vec data = randi(N, distr_param(0,K-1)); + rowvec weights = ones(N); + Row labels(N); + for (size_t i = 0; i < N; ++i) + labels[i] = (size_t) data[i] == 2; + + // Find the best binary split of the data. + double bestGain = GiniGain::Evaluate(labels, numClasses, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, + EPSILON, splitInfo, aux + ); + double weightedGain = BestBinaryCategoricalSplit + ::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, + EPSILON, splitInfo, aux + ); + + // The split into categories [(2), (0, 1, 3, ..., K-1)] would be + // optimal, resulting in two pure children nodes, therefore the gain + // should be zero here. Unity weights means that the gain is the same + // with or without weights. + REQUIRE(gain > bestGain); + REQUIRE(gain == weightedGain); + REQUIRE(gain == Approx(0.0).margin(EPSILON)); + + // CalculateDirection should now send all of C₂ to the + // one direction and the remaining Cⱼ to the other. + vec class1_data = ones(N) * 2; + vec class1_direction(N); + vec class0_data= randi(N, distr_param(3, K - 1)); + vec class0_direction(N); + + for (size_t i = 0; i < N; ++i) + { + class0_direction(i) = BestBinaryCategoricalSplit + ::CalculateDirection( + class0_data(i), splitInfo, aux + ); + class1_direction(i) = BestBinaryCategoricalSplit + ::CalculateDirection( + class1_data(i), splitInfo, aux + ); + } + REQUIRE((all(class0_direction == LEFT) || all(class0_direction == RIGHT))); + REQUIRE((all(class1_direction == LEFT) || all(class1_direction == RIGHT))); +} + +/** + * Check that the BestBinaryCategoricalSplit will split optimally in the + * multi-class setting. We need another test for this case because the + * algorithm for multiple classes is fundamentally different. Labels are + * created by the identity function over categories, that is a sample with + * category Cⱼ has label j. All but four of the samples are category (and label) + * zero, therefore BestBinaryCategoricalSplit should choose to partition + * category C₀ from all the rest of the Cⱼ. + */ +TEST_CASE("BestBinaryCategoricalSplitMultiClassZeroTest", "[DecisionTreeTest]") +{ + size_t N = 3131; + size_t K = 5; + double EPSILON = 1e-7; + size_t numClasses = K; + size_t minLeaf = 10; + + vec splitInfo; + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + size_t index; + + // Initialize data such that it is all category C₂, except for one + // sample from each of the remaining categories. Labels are mapped + // by the identity function. Category Cᵢ -> i. + vec data = zeros(N); + Row labels = zeros>(N); + rowvec weights = ones(N); + for (size_t category = 1; category < K; ++category) + { + index = randi(distr_param(0, N-1)); + data[index] = (double) category; + labels[index] = category; + } + + // Find the best binary split of the data. + double bestGain = GiniGain::Evaluate(labels, numClasses, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, + EPSILON, splitInfo, aux + ); + double weightedGain = BestBinaryCategoricalSplit + ::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, + EPSILON, splitInfo, aux + ); + + // The split into categories [(0), (1, 2, ..., K-1)] would be + // optimal, resulting in one pure child node of many zeros, and + // one child with K - 1 samples, all of different classes. + double expectedGain = -.00095816; + + REQUIRE(gain > bestGain); + REQUIRE(gain == weightedGain); + REQUIRE(gain == Approx(expectedGain).margin(EPSILON)); + + // CalculateDirection should now send all of C₂ to the + // one direction and the remaining Cⱼ to the other. + vec class0_data = zeros(N); + vec class0_direction(N); + vec classj_data= randi(N, distr_param(1, K - 1)); + vec classj_direction(N); + + for (size_t i = 0; i < N; ++i) + { + class0_direction(i) = BestBinaryCategoricalSplit + ::CalculateDirection( + class0_data(i), splitInfo, aux + ); + classj_direction(i) = BestBinaryCategoricalSplit + ::CalculateDirection( + classj_data(i), splitInfo, aux + ); + } + REQUIRE((all(class0_direction == LEFT) || all(class0_direction == RIGHT))); + REQUIRE((all(classj_direction == LEFT) || all(classj_direction == RIGHT))); +} + +/** + * Check that no split is made when it doesn't get us anything + * in the binary classification setting. + */ +TEST_CASE("BestBinaryCategoricalSplitNoGainBinaryTest", "[DecisionTreeTest]") +{ + size_t N = 300; + size_t K = 10; + double EPSILON = 1e-7; + size_t numClasses = 2; + size_t minLeaf = 10; + + vec splitInfo; + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + vec data(N); + Row labels(N); + rowvec weights = ones(N); + + for (size_t i = 0; i < N; i += numClasses) + { + data[i] = int(i / numClasses) % 10; + labels[i] = 0; + data[i + 1] = int(i / numClasses) % 10; + labels[i + 1] = 1; + } + + // Call the method to do the splitting. + double bestGain = GiniGain::Evaluate(labels, numClasses, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, EPSILON, + splitInfo, aux); + double weightedGain = + BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, + minLeaf, EPSILON, splitInfo, aux + ); + + // Make sure that there was no split. + REQUIRE(gain == DBL_MAX); + REQUIRE(gain == weightedGain); + REQUIRE(splitInfo.n_elem == 0); +} + +/** + * Check that no split is made when it doesn't get us anything + * in the multi-class classification setting. + */ +TEST_CASE("BestBinaryCategoricalSplitNoGainMultiTest", "[DecisionTreeTest]") +{ + size_t N = 300; + size_t K = 10; + double EPSILON = 1e-7; + size_t numClasses = 5; + size_t minLeaf = 10; + + vec splitInfo; + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + vec data(N); + Row labels(N); + rowvec weights = ones(N); + + for (size_t i = 0; i < N; i += numClasses) + { + data[i] = int(i / numClasses) % 10; + labels[i] = 0; + data[i + 1] = int(i / numClasses) % 10; + labels[i + 1] = 1; + data[i + 2] = int(i / numClasses) % 10; + labels[i + 2] = 2; + data[i + 3] = int(i / numClasses) % 10; + labels[i + 3] = 3; + data[i + 4] = int(i / numClasses) % 10; + labels[i + 4] = 4; + } + + // Call the method to do the splitting. + double bestGain = GiniGain::Evaluate(labels, numClasses, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, EPSILON, + splitInfo, aux); + double weightedGain = + BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, + EPSILON, splitInfo, aux + ); + REQUIRE(gain == DBL_MAX); + REQUIRE(gain == weightedGain); + REQUIRE(splitInfo.n_elem == 0); +} + +/** + * Make sure that BestBinaryCategoricalSplit respects the minimum number + * of samples required to split in the binary classification setting. + */ +TEST_CASE("BestBinaryCategoricalSplitMinSamplesBinaryTest", "[DecisionTreeTest]") +{ + size_t K = 4; + double EPSILON = 1e-7; + size_t numClasses = 2; + size_t minLeaf = 8; + + vec data("0 0 0 1 1 1 2 2 2 3 3 3"); + Row labels("0 0 0 1 1 1 0 0 0 1 1 1"); + rowvec weights(labels.n_elem); + weights.ones(); + + vec splitInfo; + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + + // Call the method to do the splitting. + double bestGain = GiniGain::Evaluate(labels, numClasses, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, EPSILON, + splitInfo, aux); + + // Make sure it's not split. + REQUIRE(gain == DBL_MAX); + REQUIRE(splitInfo.n_elem == 0); +} + +/** + * Make sure that BestBinaryCategoricalSplit respects the minimum number + * of samples required to split in the multi-class setting. + */ +TEST_CASE("BestBinaryCategoricalSplitMinSamplesMultiTest", "[DecisionTreeTest]") +{ + size_t K = 4; + double EPSILON = 1e-7; + size_t numClasses = 4; + size_t minLeaf = 8; + + vec data("0 0 0 1 1 1 2 2 2 3 3 3"); + Row labels("0 0 0 1 1 1 2 2 2 3 3 3"); + rowvec weights(labels.n_elem); + weights.ones(); + + vec splitInfo; + BestBinaryCategoricalSplit::AuxiliarySplitInfo aux; + + // Call the method to do the splitting. + double bestGain = GiniGain::Evaluate(labels, numClasses, weights); + double gain = BestBinaryCategoricalSplit::SplitIfBetter( + bestGain, data, K, labels, numClasses, weights, minLeaf, EPSILON, + splitInfo, aux); + + // Make sure it's not split. + REQUIRE(gain == DBL_MAX); + REQUIRE(splitInfo.n_elem == 0); +} + +/** + * Test that we can build a decision tree on a simple categorical dataset + * (the mushroom dataset from UCI) using the BestBinaryCategoricalSplit + * in a binary classification setting. This dataset can be found at + * + * https://archive.ics.uci.edu/dataset/73/mushroom + */ +TEST_CASE("BestCategoricalBuildBinaryTest", "[DecisionTreeTest]") +{ + + // Load the categorical UCI mushroom dataset and split + // into a training set and test set. + mat dataset; + Row labels; + data::DatasetInfo dataInfo; + + data::LoadCSV csv("mushroom.data.csv"); + csv.LoadCategoricalCSV(dataset, dataInfo); + data::Load("mushroom.labels.csv", labels, true); + + mat trainDataset, testDataset; + Row trainLabels, testLabels; + data::Split(dataset, labels, + trainDataset, testDataset, trainLabels, testLabels, 0.3); + + // Build the DecisionTree with a BestBinaryCategoricalSplit. + size_t numClasses = 2; + size_t minLeaf = 10; + size_t maxDepth = 4; + double minGainSplit = 10e-7; + + DecisionTree + tree(trainDataset, dataInfo, trainLabels, numClasses, + minLeaf, minGainSplit, maxDepth + ); + // Compute the accuracy of the DecisionTree. It should + // be well over 95%. + Row predictions; + tree.Classify(testDataset, predictions); + + size_t correct = 0; + for (size_t i = 0; i < testDataset.n_cols; ++i) + if (testLabels[i] == predictions[i]) + ++correct; + + const double correctPct = double(correct) / double(testDataset.n_cols); + REQUIRE(predictions.n_cols == testDataset.n_cols); + REQUIRE(correctPct > 0.95); +} + +/** + * Test that we can build a decision tree on a simple categorical dataset + * using the BestBinaryCategoricalSplit in a multi-class setting. + */ +TEST_CASE("BestCategoricalBuildMultiTest", "[DecisionTreeTest]") +{ + mat d; + Row l; + data::DatasetInfo di; + MockCategoricalData(d, l, di); + + // Split into a training set and a test set. + mat trainingData = d.cols(0, 1999); + mat testData = d.cols(2000, 3999); + Row trainingLabels = l.subvec(0, 1999); + Row testLabels = l.subvec(2000, 3999); + + + // Build the tree. + DecisionTree + tree(trainingData, di, trainingLabels, 5, 10); + + // Now evaluate the accuracy of the tree. + Row predictions; + tree.Classify(testData, predictions); + + size_t correct = 0; + for (size_t i = 0; i < testData.n_cols; ++i) + if (testLabels[i] == predictions[i]) + ++correct; + + // Make sure we got at least 70% accuracy. + const double correctPct = double(correct) / double(testData.n_cols); + REQUIRE(predictions.n_cols == testData.n_cols); + REQUIRE(correctPct > 0.70); +} + +/** + * Test that we can build a decision tree with weights on a simple categorical + * dataset using the BestBinaryCategoricalSplit. + */ +TEST_CASE("BestCategoricalBuildTestWithWeight", "[DecisionTreeTest]") +{ + mat d; + Row l; + data::DatasetInfo di; + MockCategoricalData(d, l, di); + + // Split into a training set and a test set. + mat trainingData = d.cols(0, 1999); + mat testData = d.cols(2000, 3999); + Row trainingLabels = l.subvec(0, 1999); + Row testLabels = l.subvec(2000, 3999); + + Row weights = ones>( + trainingLabels.n_elem); + + // Build the tree. + DecisionTree + tree(trainingData, di, trainingLabels, 5, weights, 10); + + // Now evaluate the accuracy of the tree. + Row predictions; + tree.Classify(testData, predictions); + + REQUIRE(predictions.n_elem == testData.n_cols); + size_t correct = 0; + for (size_t i = 0; i < testData.n_cols; ++i) + if (testLabels[i] == predictions[i]) + ++correct; + + // Make sure we got at least 90% accuracy. + const double correctPct = double(correct) / double(testData.n_cols); + REQUIRE(correctPct > 0.90); +} + +/** + * Test that we can build a decision tree on a simple categorical dataset using + * weights, with low-weight noise added, using the BestBinaryCategoricalSplit. + */ +TEST_CASE("BestCategoricalBuildTestWithWeightNoisy", "[DecisionTreeTest]") +{ + mat d; + Row l; + data::DatasetInfo di; + MockCategoricalData(d, l, di); + + // Split into a training set and a test set. + mat trainingData = d.cols(0, 1999); + mat testData = d.cols(2000, 3999); + Row trainingLabels = l.subvec(0, 1999); + Row testLabels = l.subvec(2000, 3999); + + // Now create random points. + mat randomNoise(4, 2000); + Row randomLabels(2000); + for (size_t i = 0; i < 2000; ++i) + { + randomNoise(0, i) = Random(); + randomNoise(1, i) = Random(); + randomNoise(2, i) = RandInt(4); + randomNoise(3, i) = RandInt(2); + randomLabels[i] = RandInt(5); + } + + // Generate weights. + rowvec weights(4000); + for (size_t i = 0; i < 2000; ++i) + weights[i] = Random(0.9, 1.0); + for (size_t i = 2000; i < 4000; ++i) + weights[i] = Random(0.0, 0.001); + + mat fullData = join_rows(trainingData, randomNoise); + Row fullLabels = join_rows(trainingLabels, randomLabels); + + // Build the tree. + DecisionTree + tree(fullData, di, fullLabels, 5, weights, 10); + + // Now evaluate the accuracy of the tree. + Row predictions; + tree.Classify(testData, predictions); + + REQUIRE(predictions.n_elem == testData.n_cols); + size_t correct = 0; + for (size_t i = 0; i < testData.n_cols; ++i) + if (testLabels[i] == predictions[i]) + ++correct; + + // Make sure we got at least 90% accuracy. + const double correctPct = double(correct) / double(testData.n_cols); + REQUIRE(correctPct > 0.90); +} + /** * A basic construction of the decision tree---ensure that we can create the * tree and that it split at least once.