def testLeaves(self):
dictTree = DictTree()
dictTree.setVertex("a", "foo")
self.assertTrue(set(dictTree.leaves()) == set(["a"]))
dictTree.addEdge("a", "b", 2)
dictTree.addEdge("a", "c")
dictTree.addEdge("c", "d", 5)
dictTree.addEdge("c", "f")
self.assertTrue(set(dictTree.leaves()) == set(["b", "d", "f"]))
dictTree.addEdge("b", 1)
dictTree.addEdge("b", 2)
self.assertTrue(set(dictTree.leaves()) == set([1, 2, "d", "f"]))
#Test isSubtree leaves
self.assertTrue(set(dictTree.leaves("c")) == set(["d", "f"]))
self.assertTrue(set(dictTree.leaves("b")) == set([1, 2]))
def testLeaves(self):
dictTree = DictTree()
dictTree.setVertex("a", "foo")
self.assertTrue(set(dictTree.leaves()) == set(["a"]))
dictTree.addEdge("a", "b", 2)
dictTree.addEdge("a", "c")
dictTree.addEdge("c", "d", 5)
dictTree.addEdge("c", "f")
self.assertTrue(set(dictTree.leaves()) == set(["b", "d", "f"]))
dictTree.addEdge("b", 1)
dictTree.addEdge("b", 2)
self.assertTrue(set(dictTree.leaves()) == set([1, 2, "d", "f"]))
#Test isSubtree leaves
self.assertTrue(set(dictTree.leaves("c")) == set(["d", "f"]))
self.assertTrue(set(dictTree.leaves("b")) == set([1, 2]))
def testAddChild(self):
dictTree = DictTree()
dictTree.setVertex("a", "foo")
dictTree.addChild("a", "c", 2)
dictTree.addChild("a", "d", 5)
self.assertTrue(set(dictTree.leaves()) == set(["c", "d"]))
self.assertEquals(dictTree.getVertex("c"), 2)
self.assertEquals(dictTree.getVertex("d"), 5)
self.assertTrue(dictTree.getEdge("a", "d"), 1.0)
self.assertTrue(dictTree.getEdge("a", "c"), 1.0)
def testAddChild(self):
dictTree = DictTree()
dictTree.setVertex("a", "foo")
dictTree.addChild("a", "c", 2)
dictTree.addChild("a", "d", 5)
self.assertTrue(set(dictTree.leaves()) == set(["c", "d"]))
self.assertEquals(dictTree.getVertex("c"), 2)
self.assertEquals(dictTree.getVertex("d"), 5)
self.assertTrue(dictTree.getEdge("a", "d"), 1.0)
self.assertTrue(dictTree.getEdge("a", "c"), 1.0)
class PenaltyDecisionTree(AbstractPredictor):
def __init__(self, criterion="gain", maxDepth=10, minSplit=30, learnType="reg", pruning=True, gamma=0.01, sampleSize=10):
"""
Learn a decision tree with penalty proportional to the root of the size
of the tree as in Nobel 2002. We use a stochastic approach in which we
learn a set of trees randomly and choose the best one.
:param criterion: The splitting criterion which is only informaiton gain currently
:param maxDepth: The maximum depth of the tree
:type maxDepth: `int`
:param minSplit: The minimum size of a node for it to be split.
:type minSplit: `int`
:param type: The type of learning to perform. Currently only regression
:param pruning: Whether to perform pruning or not.
:type pruning: `boolean`
:param gamma: The weight on the penalty factor between 0 and 1
:type gamma: `float`
:param sampleSize: The number of trees to learn in the stochastic search.
:type sampleSize: `int`
"""
super(PenaltyDecisionTree, self).__init__()
self.maxDepth = maxDepth
self.minSplit = minSplit
self.criterion = criterion
self.learnType = learnType
self.setGamma(gamma)
self.setSampleSize(sampleSize)
self.pruning = pruning
self.alphaThreshold = 0.0
def setGamma(self, gamma):
Parameter.checkFloat(gamma, 0.0, 1.0)
self.gamma = gamma
def setSampleSize(self, sampleSize):
Parameter.checkInt(sampleSize, 1, float("inf"))
self.sampleSize = sampleSize
def setAlphaThreshold(self, alphaThreshold):
Parameter.checkFloat(alphaThreshold, -float("inf"), float("inf"))
self.alphaThreshold = alphaThreshold
def getAlphaThreshold(self):
return self.alphaThreshold
def getLeftChildId(self, nodeId):
leftChildId = list(nodeId)
leftChildId.append(0)
leftChildId = tuple(leftChildId)
return leftChildId
def getRightChildId(self, nodeId):
rightChildId = list(nodeId)
rightChildId.append(1)
rightChildId = tuple(rightChildId)
return rightChildId
def getTree(self):
return self.tree
def learnModel(self, X, y):
if numpy.unique(y).shape[0] != 2:
raise ValueError("Must provide binary labels")
if y.dtype != numpy.int:
raise ValueError("Labels must be integers")
self.shapeX = X.shape
argsortX = numpy.zeros(X.shape, numpy.int)
for i in range(X.shape[1]):
argsortX[:, i] = numpy.argsort(X[:, i])
argsortX[:, i] = numpy.argsort(argsortX[:, i])
rootId = (0,)
idStack = [rootId]
self.tree = DictTree()
rootNode = DecisionNode(numpy.arange(X.shape[0]), Util.mode(y))
self.tree.setVertex(rootId, rootNode)
bestError = float("inf")
bestTree = self.tree
#First grow a selection of trees
while len(idStack) != 0:
#Prune the current node away and grow from that node
nodeId = idStack.pop()
for i in range(self.sampleSize):
self.tree = bestTree.deepCopy()
try:
node = self.tree.getVertex(nodeId)
except ValueError:
print(nodeId)
print(self.tree)
raise
self.tree.pruneVertex(nodeId)
self.growTree(X, y, argsortX, nodeId)
self.prune(X, y)
error = self.treeObjective(X, y)
if error < bestError:
bestError = error
bestTree = self.tree.deepCopy()
children = bestTree.children(nodeId)
idStack.extend(children)
self.tree = bestTree
def growTree(self, X, y, argsortX, startId):
"""
Grow a tree using a stack. Give a sample of data and a node index, we
find the best split and add children to the tree accordingly. We perform
pre-pruning based on the penalty.
"""
eps = 10**-4
idStack = [startId]
while len(idStack) != 0:
nodeId = idStack.pop()
node = self.tree.getVertex(nodeId)
accuracies, thresholds = findBestSplitRisk(self.minSplit, X, y, node.getTrainInds(), argsortX)
#Choose best feature based on gains
accuracies += eps
bestFeatureInd = Util.randomChoice(accuracies)[0]
bestThreshold = thresholds[bestFeatureInd]
nodeInds = node.getTrainInds()
bestLeftInds = numpy.sort(nodeInds[numpy.arange(nodeInds.shape[0])[X[:, bestFeatureInd][nodeInds]<bestThreshold]])
bestRightInds = numpy.sort(nodeInds[numpy.arange(nodeInds.shape[0])[X[:, bestFeatureInd][nodeInds]>=bestThreshold]])
#The split may have 0 items in one set, so don't split
if bestLeftInds.sum() != 0 and bestRightInds.sum() != 0 and self.tree.depth() < self.maxDepth:
node.setError(1-accuracies[bestFeatureInd])
node.setFeatureInd(bestFeatureInd)
node.setThreshold(bestThreshold)
leftChildId = self.getLeftChildId(nodeId)
leftChild = DecisionNode(bestLeftInds, Util.mode(y[bestLeftInds]))
self.tree.addChild(nodeId, leftChildId, leftChild)
if leftChild.getTrainInds().shape[0] >= self.minSplit:
idStack.append(leftChildId)
rightChildId = self.getRightChildId(nodeId)
rightChild = DecisionNode(bestRightInds, Util.mode(y[bestRightInds]))
self.tree.addChild(nodeId, rightChildId, rightChild)
if rightChild.getTrainInds().shape[0] >= self.minSplit:
idStack.append(rightChildId)
def predict(self, X, y=None):
"""
Make a prediction for the set of examples given in the matrix X. If
one passes in a label vector y then we set the errors for each node. On
the other hand if y=None, no errors are set.
"""
rootId = (0,)
predY = numpy.zeros(X.shape[0])
self.tree.getVertex(rootId).setTestInds(numpy.arange(X.shape[0]))
idStack = [rootId]
while len(idStack) != 0:
nodeId = idStack.pop()
node = self.tree.getVertex(nodeId)
testInds = node.getTestInds()
if y!=None:
node.setTestError(self.vertexTestError(y[testInds], node.getValue()))
if self.tree.isLeaf(nodeId):
predY[testInds] = node.getValue()
else:
for childId in [self.getLeftChildId(nodeId), self.getRightChildId(nodeId)]:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = X[testInds, node.getFeatureInd()] < node.getThreshold()
else:
childInds = X[testInds, node.getFeatureInd()] >= node.getThreshold()
child.setTestInds(testInds[childInds])
idStack.append(childId)
return predY
def treeObjective(self, X, y):
"""
Return the empirical risk plus penalty for the tree.
"""
predY = self.predict(X)
(n, d) = X.shape
return (1-self.gamma)*numpy.sum(predY!=y)/float(n) + self.gamma*numpy.sqrt(self.tree.getNumVertices())
def prune(self, X, y):
"""
Do some post pruning greedily.
"""
self.predict(X, y)
self.computeAlphas()
#Do the pruning, recomputing alpha along the way
rootId = (0,)
idStack = [rootId]
while len(idStack) != 0:
nodeId = idStack.pop()
node = self.tree.getVertex(nodeId)
if node.alpha > self.alphaThreshold:
self.tree.pruneVertex(nodeId)
self.computeAlphas()
else:
for childId in [self.getLeftChildId(nodeId), self.getRightChildId(nodeId)]:
if self.tree.vertexExists(childId):
idStack.append(childId)
def vertexTestError(self, trueY, predY):
"""
This is the error used for pruning. We compute it at each node.
"""
return numpy.sum(trueY != predY)
def computeAlphas(self):
"""
The alpha value at each vertex is the improvement in the objective by
pruning at that vertex.
"""
n = self.shapeX[0]
for vertexId in self.tree.getAllVertexIds():
currentNode = self.tree.getVertex(vertexId)
subtreeLeaves = self.tree.leaves(vertexId)
subtreeError = 0
for leaf in subtreeLeaves:
subtreeError += self.tree.getVertex(leaf).getTestError()
T = self.tree.getNumVertices()
T2 = T - len(self.tree.subtreeIds(vertexId)) + 1
currentNode.alpha = (1-self.gamma)*(subtreeError - currentNode.getTestError())
currentNode.alpha /= n
currentNode.alpha += self.gamma * numpy.sqrt(T)
currentNode.alpha -= self.gamma * numpy.sqrt(T2)
def copy(self):
"""
Create a new tree with the same parameters.
"""
newLearner = PenaltyDecisionTree(criterion=self.criterion, maxDepth=self.maxDepth, minSplit=self.minSplit, learnType=self.learnType, pruning=self.pruning, gamma=self.gamma, sampleSize=self.sampleSize)
return newLearner
def getMetricMethod(self):
"""
Returns a way to measure the performance of the classifier.
"""
return Evaluator.binaryError
class PenaltyDecisionTree(AbstractPredictor):
def __init__(self,
criterion="gain",
maxDepth=10,
minSplit=30,
learnType="reg",
pruning=True,
gamma=0.01,
sampleSize=10):
"""
Learn a decision tree with penalty proportional to the root of the size
of the tree as in Nobel 2002. We use a stochastic approach in which we
learn a set of trees randomly and choose the best one.
:param criterion: The splitting criterion which is only informaiton gain currently
:param maxDepth: The maximum depth of the tree
:type maxDepth: `int`
:param minSplit: The minimum size of a node for it to be split.
:type minSplit: `int`
:param type: The type of learning to perform. Currently only regression
:param pruning: Whether to perform pruning or not.
:type pruning: `boolean`
:param gamma: The weight on the penalty factor between 0 and 1
:type gamma: `float`
:param sampleSize: The number of trees to learn in the stochastic search.
:type sampleSize: `int`
"""
super(PenaltyDecisionTree, self).__init__()
self.maxDepth = maxDepth
self.minSplit = minSplit
self.criterion = criterion
self.learnType = learnType
self.setGamma(gamma)
self.setSampleSize(sampleSize)
self.pruning = pruning
self.alphaThreshold = 0.0
def setGamma(self, gamma):
Parameter.checkFloat(gamma, 0.0, 1.0)
self.gamma = gamma
def setSampleSize(self, sampleSize):
Parameter.checkInt(sampleSize, 1, float("inf"))
self.sampleSize = sampleSize
def setAlphaThreshold(self, alphaThreshold):
Parameter.checkFloat(alphaThreshold, -float("inf"), float("inf"))
self.alphaThreshold = alphaThreshold
def getAlphaThreshold(self):
return self.alphaThreshold
def getLeftChildId(self, nodeId):
leftChildId = list(nodeId)
leftChildId.append(0)
leftChildId = tuple(leftChildId)
return leftChildId
def getRightChildId(self, nodeId):
rightChildId = list(nodeId)
rightChildId.append(1)
rightChildId = tuple(rightChildId)
return rightChildId
def getTree(self):
return self.tree
def learnModel(self, X, y):
if numpy.unique(y).shape[0] != 2:
raise ValueError("Must provide binary labels")
if y.dtype != numpy.int:
raise ValueError("Labels must be integers")
self.shapeX = X.shape
argsortX = numpy.zeros(X.shape, numpy.int)
for i in range(X.shape[1]):
argsortX[:, i] = numpy.argsort(X[:, i])
argsortX[:, i] = numpy.argsort(argsortX[:, i])
rootId = (0, )
idStack = [rootId]
self.tree = DictTree()
rootNode = DecisionNode(numpy.arange(X.shape[0]), Util.mode(y))
self.tree.setVertex(rootId, rootNode)
bestError = float("inf")
bestTree = self.tree
#First grow a selection of trees
while len(idStack) != 0:
#Prune the current node away and grow from that node
nodeId = idStack.pop()
for i in range(self.sampleSize):
self.tree = bestTree.deepCopy()
try:
node = self.tree.getVertex(nodeId)
except ValueError:
print(nodeId)
print(self.tree)
raise
self.tree.pruneVertex(nodeId)
self.growTree(X, y, argsortX, nodeId)
self.prune(X, y)
error = self.treeObjective(X, y)
if error < bestError:
bestError = error
bestTree = self.tree.deepCopy()
children = bestTree.children(nodeId)
idStack.extend(children)
self.tree = bestTree
def growTree(self, X, y, argsortX, startId):
"""
Grow a tree using a stack. Give a sample of data and a node index, we
find the best split and add children to the tree accordingly. We perform
pre-pruning based on the penalty.
"""
eps = 10**-4
idStack = [startId]
while len(idStack) != 0:
nodeId = idStack.pop()
node = self.tree.getVertex(nodeId)
accuracies, thresholds = findBestSplitRisk(self.minSplit, X, y,
node.getTrainInds(),
argsortX)
#Choose best feature based on gains
accuracies += eps
bestFeatureInd = Util.randomChoice(accuracies)[0]
bestThreshold = thresholds[bestFeatureInd]
nodeInds = node.getTrainInds()
bestLeftInds = numpy.sort(nodeInds[numpy.arange(nodeInds.shape[0])[
X[:, bestFeatureInd][nodeInds] < bestThreshold]])
bestRightInds = numpy.sort(nodeInds[numpy.arange(
nodeInds.shape[0])[
X[:, bestFeatureInd][nodeInds] >= bestThreshold]])
#The split may have 0 items in one set, so don't split
if bestLeftInds.sum() != 0 and bestRightInds.sum(
) != 0 and self.tree.depth() < self.maxDepth:
node.setError(1 - accuracies[bestFeatureInd])
node.setFeatureInd(bestFeatureInd)
node.setThreshold(bestThreshold)
leftChildId = self.getLeftChildId(nodeId)
leftChild = DecisionNode(bestLeftInds,
Util.mode(y[bestLeftInds]))
self.tree.addChild(nodeId, leftChildId, leftChild)
if leftChild.getTrainInds().shape[0] >= self.minSplit:
idStack.append(leftChildId)
rightChildId = self.getRightChildId(nodeId)
rightChild = DecisionNode(bestRightInds,
Util.mode(y[bestRightInds]))
self.tree.addChild(nodeId, rightChildId, rightChild)
if rightChild.getTrainInds().shape[0] >= self.minSplit:
idStack.append(rightChildId)
def predict(self, X, y=None):
"""
Make a prediction for the set of examples given in the matrix X. If
one passes in a label vector y then we set the errors for each node. On
the other hand if y=None, no errors are set.
"""
rootId = (0, )
predY = numpy.zeros(X.shape[0])
self.tree.getVertex(rootId).setTestInds(numpy.arange(X.shape[0]))
idStack = [rootId]
while len(idStack) != 0:
nodeId = idStack.pop()
node = self.tree.getVertex(nodeId)
testInds = node.getTestInds()
if y != None:
node.setTestError(
self.vertexTestError(y[testInds], node.getValue()))
if self.tree.isLeaf(nodeId):
predY[testInds] = node.getValue()
else:
for childId in [
self.getLeftChildId(nodeId),
self.getRightChildId(nodeId)
]:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = X[
testInds,
node.getFeatureInd()] < node.getThreshold()
else:
childInds = X[
testInds,
node.getFeatureInd()] >= node.getThreshold()
child.setTestInds(testInds[childInds])
idStack.append(childId)
return predY
def treeObjective(self, X, y):
"""
Return the empirical risk plus penalty for the tree.
"""
predY = self.predict(X)
(n, d) = X.shape
return (1 - self.gamma) * numpy.sum(predY != y) / float(
n) + self.gamma * numpy.sqrt(self.tree.getNumVertices())
def prune(self, X, y):
"""
Do some post pruning greedily.
"""
self.predict(X, y)
self.computeAlphas()
#Do the pruning, recomputing alpha along the way
rootId = (0, )
idStack = [rootId]
while len(idStack) != 0:
nodeId = idStack.pop()
node = self.tree.getVertex(nodeId)
if node.alpha > self.alphaThreshold:
self.tree.pruneVertex(nodeId)
self.computeAlphas()
else:
for childId in [
self.getLeftChildId(nodeId),
self.getRightChildId(nodeId)
]:
if self.tree.vertexExists(childId):
idStack.append(childId)
def vertexTestError(self, trueY, predY):
"""
This is the error used for pruning. We compute it at each node.
"""
return numpy.sum(trueY != predY)
def computeAlphas(self):
"""
The alpha value at each vertex is the improvement in the objective by
pruning at that vertex.
"""
n = self.shapeX[0]
for vertexId in self.tree.getAllVertexIds():
currentNode = self.tree.getVertex(vertexId)
subtreeLeaves = self.tree.leaves(vertexId)
subtreeError = 0
for leaf in subtreeLeaves:
subtreeError += self.tree.getVertex(leaf).getTestError()
T = self.tree.getNumVertices()
T2 = T - len(self.tree.subtreeIds(vertexId)) + 1
currentNode.alpha = (1 - self.gamma) * (subtreeError -
currentNode.getTestError())
currentNode.alpha /= n
currentNode.alpha += self.gamma * numpy.sqrt(T)
currentNode.alpha -= self.gamma * numpy.sqrt(T2)
def copy(self):
"""
Create a new tree with the same parameters.
"""
newLearner = PenaltyDecisionTree(criterion=self.criterion,
maxDepth=self.maxDepth,
minSplit=self.minSplit,
learnType=self.learnType,
pruning=self.pruning,
gamma=self.gamma,
sampleSize=self.sampleSize)
return newLearner
def getMetricMethod(self):
"""
Returns a way to measure the performance of the classifier.
"""
return Evaluator.binaryError
class DecisionTreeLearner(AbstractPredictor):
def __init__(self, criterion="mse", maxDepth=10, minSplit=30, type="reg", pruneType="none", gamma=1000, folds=5, processes=None):
"""
Need a minSplit for the internal nodes and one for leaves.
:param gamma: A value between 0 (no pruning) and 1 (full pruning) which decides how much pruning to do.
"""
super(DecisionTreeLearner, self).__init__()
self.maxDepth = maxDepth
self.minSplit = minSplit
self.criterion = criterion
self.type = type
self.pruneType = pruneType
self.setGamma(gamma)
self.folds = 5
self.processes = processes
self.alphas = numpy.array([])
def learnModel(self, X, y):
nodeId = (0, )
self.tree = DictTree()
rootNode = DecisionNode(numpy.arange(X.shape[0]), y.mean())
self.tree.setVertex(nodeId, rootNode)
#We compute a sorted version of X
argsortX = numpy.zeros(X.shape, numpy.int)
for i in range(X.shape[1]):
argsortX[:, i] = numpy.argsort(X[:, i])
argsortX[:, i] = numpy.argsort(argsortX[:, i])
self.growSkLearn(X, y)
#self.recursiveSplit(X, y, argsortX, nodeId)
self.unprunedTreeSize = self.tree.size
if self.pruneType == "REP":
#Note: This should be a seperate validation set
self.repPrune(X, y)
elif self.pruneType == "REP-CV":
self.cvPrune(X, y)
elif self.pruneType == "CART":
self.cartPrune(X, y)
elif self.pruneType == "none":
pass
else:
raise ValueError("Unknown pruning type " + self.pruneType)
#@profile
def recursiveSplit(self, X, y, argsortX, nodeId):
"""
Give a sample of data and a node index, we find the best split and
add children to the tree accordingly.
"""
if len(nodeId)-1 >= self.maxDepth:
return
node = self.tree.getVertex(nodeId)
bestError, bestFeatureInd, bestThreshold, bestLeftInds, bestRightInds = findBestSplit(self.minSplit, X, y, node.getTrainInds(), argsortX)
#The split may have 0 items in one set, so don't split
if bestLeftInds.sum() != 0 and bestRightInds.sum() != 0:
node.setError(bestError)
node.setFeatureInd(bestFeatureInd)
node.setThreshold(bestThreshold)
leftChildId = self.getLeftChildId(nodeId)
leftChild = DecisionNode(bestLeftInds, y[bestLeftInds].mean())
self.tree.addChild(nodeId, leftChildId, leftChild)
if leftChild.getTrainInds().shape[0] >= self.minSplit:
self.recursiveSplit(X, y, argsortX, leftChildId)
rightChildId = self.getRightChildId(nodeId)
rightChild = DecisionNode(bestRightInds, y[bestRightInds].mean())
self.tree.addChild(nodeId, rightChildId, rightChild)
if rightChild.getTrainInds().shape[0] >= self.minSplit:
self.recursiveSplit(X, y, argsortX, rightChildId)
def growSkLearn(self, X, y):
"""
Grow a decision tree from sklearn.
"""
from sklearn.tree import DecisionTreeRegressor
regressor = DecisionTreeRegressor(max_depth = self.maxDepth, min_samples_split=self.minSplit)
regressor.fit(X, y)
#Convert the sklearn tree into our tree
nodeId = (0, )
nodeStack = [(nodeId, 0)]
node = DecisionNode(numpy.arange(X.shape[0]), regressor.tree_.value[0])
self.tree.setVertex(nodeId, node)
while len(nodeStack) != 0:
nodeId, nodeInd = nodeStack.pop()
node = self.tree.getVertex(nodeId)
node.setError(regressor.tree_.best_error[nodeInd])
node.setFeatureInd(regressor.tree_.feature[nodeInd])
node.setThreshold(regressor.tree_.threshold[nodeInd])
if regressor.tree_.children[nodeInd, 0] != -1:
leftChildInds = node.getTrainInds()[X[node.getTrainInds(), node.getFeatureInd()] < node.getThreshold()]
leftChildId = self.getLeftChildId(nodeId)
leftChild = DecisionNode(leftChildInds, regressor.tree_.value[regressor.tree_.children[nodeInd, 0]])
self.tree.addChild(nodeId, leftChildId, leftChild)
nodeStack.append((self.getLeftChildId(nodeId), regressor.tree_.children[nodeInd, 0]))
if regressor.tree_.children[nodeInd, 1] != -1:
rightChildInds = node.getTrainInds()[X[node.getTrainInds(), node.getFeatureInd()] >= node.getThreshold()]
rightChildId = self.getRightChildId(nodeId)
rightChild = DecisionNode(rightChildInds, regressor.tree_.value[regressor.tree_.children[nodeInd, 1]])
self.tree.addChild(nodeId, rightChildId, rightChild)
nodeStack.append((self.getRightChildId(nodeId), regressor.tree_.children[nodeInd, 1]))
def predict(self, X):
"""
Make a prediction for the set of examples given in the matrix X.
"""
rootId = (0,)
predY = numpy.zeros(X.shape[0])
self.tree.getVertex(rootId).setTestInds(numpy.arange(X.shape[0]))
predY = self.recursivePredict(X, predY, rootId)
return predY
def recursivePredict(self, X, y, nodeId):
"""
Recurse through the tree and assign examples to the correct vertex.
"""
node = self.tree.getVertex(nodeId)
testInds = node.getTestInds()
if self.tree.isLeaf(nodeId):
y[testInds] = node.getValue()
else:
for childId in [self.getLeftChildId(nodeId), self.getRightChildId(nodeId)]:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = X[testInds, node.getFeatureInd()] < node.getThreshold()
else:
childInds = X[testInds, node.getFeatureInd()] >= node.getThreshold()
child.setTestInds(testInds[childInds])
y = self.recursivePredict(X, y, childId)
return y
def recursiveSetPrune(self, X, y, nodeId):
"""
This computes test errors on nodes by passing in the test X and y.
"""
node = self.tree.getVertex(nodeId)
testInds = node.getTestInds()
node.setTestError(self.vertexTestError(y[testInds], node.getValue()))
for childId in [self.getLeftChildId(nodeId), self.getRightChildId(nodeId)]:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = X[testInds, node.getFeatureInd()] < node.getThreshold()
else:
childInds = X[testInds, node.getFeatureInd()] >= node.getThreshold()
child.setTestInds(testInds[childInds])
self.recursiveSetPrune(X, y, childId)
def vertexTestError(self, trueY, predY):
"""
This is the error used for pruning. We compute it at each node.
"""
return numpy.sum((trueY - predY)**2)
def computeAlphas(self):
self.minAlpha = float("inf")
self.maxAlpha = -float("inf")
for vertexId in self.tree.getAllVertexIds():
currentNode = self.tree.getVertex(vertexId)
subtreeLeaves = self.tree.leaves(vertexId)
testErrorSum = 0
for leaf in subtreeLeaves:
testErrorSum += self.tree.getVertex(leaf).getTestError()
#Alpha is normalised difference in error
if currentNode.getTestInds().shape[0] != 0:
currentNode.alpha = (testErrorSum - currentNode.getTestError())/float(currentNode.getTestInds().shape[0])
if currentNode.alpha < self.minAlpha:
self.minAlpha = currentNode.alpha
if currentNode.alpha > self.maxAlpha:
self.maxAlpha = currentNode.alpha
def computeCARTAlphas(self, X):
"""
Solve for the CART complexity based pruning.
"""
self.minAlpha = float("inf")
self.maxAlpha = -float("inf")
alphas = []
for vertexId in self.tree.getAllVertexIds():
currentNode = self.tree.getVertex(vertexId)
subtreeLeaves = self.tree.leaves(vertexId)
testErrorSum = 0
for leaf in subtreeLeaves:
testErrorSum += self.tree.getVertex(leaf).getTestError()
#Alpha is reduction in error per leaf - larger alphas are better
if currentNode.getTestInds().shape[0] != 0 and len(subtreeLeaves) != 1:
currentNode.alpha = (currentNode.getTestError() - testErrorSum)/float(X.shape[0]*(len(subtreeLeaves)-1))
#Flip alpha so that pruning works
currentNode.alpha = -currentNode.alpha
alphas.append(currentNode.alpha)
"""
if currentNode.alpha < self.minAlpha:
self.minAlpha = currentNode.alpha
if currentNode.alpha > self.maxAlpha:
self.maxAlpha = currentNode.alpha
"""
alphas = numpy.array(alphas)
self.alphas = numpy.unique(alphas)
self.minAlpha = numpy.min(self.alphas)
self.maxAlpha = numpy.max(self.alphas)
def repPrune(self, validX, validY):
"""
Prune the decision tree using reduced error pruning.
"""
rootId = (0,)
self.tree.getVertex(rootId).setTestInds(numpy.arange(validX.shape[0]))
self.recursiveSetPrune(validX, validY, rootId)
self.computeAlphas()
self.prune()
def prune(self):
"""
We prune as early as possible and make sure the final tree has at most
gamma vertices.
"""
i = self.alphas.shape[0]-1
#print(self.alphas)
while self.tree.getNumVertices() > self.gamma and i >= 0:
#print(self.alphas[i], self.tree.getNumVertices())
alphaThreshold = self.alphas[i]
toPrune = []
for vertexId in self.tree.getAllVertexIds():
if self.tree.getVertex(vertexId).alpha >= alphaThreshold:
toPrune.append(vertexId)
for vertexId in toPrune:
if self.tree.vertexExists(vertexId):
self.tree.pruneVertex(vertexId)
i -= 1
def cartPrune(self, trainX, trainY):
"""
Prune the tree according to the CART algorithm. Here, the chosen
tree is selected by thresholding alpha. In CART itself the best
tree is selected by using an independent pruning set.
"""
rootId = (0,)
self.tree.getVertex(rootId).setTestInds(numpy.arange(trainX.shape[0]))
self.recursiveSetPrune(trainX, trainY, rootId)
self.computeCARTAlphas(trainX)
self.prune()
def cvPrune(self, validX, validY):
"""
We do something like reduced error pruning but we use cross validation
to decide which nodes to prune.
"""
#First set the value of the vertices using the training set.
#Reset all alphas to zero
inds = Sampling.crossValidation(self.folds, validX.shape[0])
for i in self.tree.getAllVertexIds():
self.tree.getVertex(i).setAlpha(0.0)
self.tree.getVertex(i).setTestError(0.0)
for trainInds, testInds in inds:
rootId = (0,)
root = self.tree.getVertex(rootId)
root.setTrainInds(trainInds)
root.setTestInds(testInds)
root.tempValue = numpy.mean(validY[trainInds])
nodeStack = [(rootId, root.tempValue)]
while len(nodeStack) != 0:
(nodeId, value) = nodeStack.pop()
node = self.tree.getVertex(nodeId)
tempTrainInds = node.getTrainInds()
tempTestInds = node.getTestInds()
node.setTestError(numpy.sum((validY[tempTestInds] - node.tempValue)**2) + node.getTestError())
childIds = [self.getLeftChildId(nodeId), self.getRightChildId(nodeId)]
for childId in childIds:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = validX[tempTrainInds, node.getFeatureInd()] < node.getThreshold()
else:
childInds = validX[tempTrainInds, node.getFeatureInd()] >= node.getThreshold()
if childInds.sum() !=0:
value = numpy.mean(validY[tempTrainInds[childInds]])
child.tempValue = value
child.setTrainInds(tempTrainInds[childInds])
nodeStack.append((childId, value))
if childId[-1] == 0:
childInds = validX[tempTestInds, node.getFeatureInd()] < node.getThreshold()
else:
childInds = validX[tempTestInds, node.getFeatureInd()] >= node.getThreshold()
child.setTestInds(tempTestInds[childInds])
self.computeAlphas()
self.prune()
def copy(self):
"""
Copies parameter values only
"""
newLearner = DecisionTreeLearner(self.criterion, self.maxDepth, self.minSplit, self.type, self.pruneType, self.gamma, self.folds)
return newLearner
def getMetricMethod(self):
if self.type == "reg":
#return Evaluator.rootMeanSqError
return Evaluator.meanAbsError
#return Evaluator.meanSqError
else:
return Evaluator.binaryError
def getAlphaThreshold(self):
#return self.maxAlpha - (self.maxAlpha - self.minAlpha)*self.gamma
#A more natural way of defining gamma
return self.alphas[numpy.round((1-self.gamma)*(self.alphas.shape[0]-1))]
def setGamma(self, gamma):
"""
Gamma is an upper bound on the number of nodes in the tree.
"""
Parameter.checkInt(gamma, 1, float("inf"))
self.gamma = gamma
def getGamma(self):
return self.gamma
def setPruneCV(self, folds):
Parameter.checkInt(folds, 1, float("inf"))
self.folds = folds
def getPruneCV(self):
return self.folds
def getLeftChildId(self, nodeId):
leftChildId = list(nodeId)
leftChildId.append(0)
leftChildId = tuple(leftChildId)
return leftChildId
def getRightChildId(self, nodeId):
rightChildId = list(nodeId)
rightChildId.append(1)
rightChildId = tuple(rightChildId)
return rightChildId
def getTree(self):
return self.tree
def complexity(self):
return self.tree.size
def getBestLearner(self, meanErrors, paramDict, X, y, idx=None):
"""
Given a grid of errors, paramDict and examples, labels, find the
best learner and train it. In this case we set gamma to the real
size of the tree as learnt using CV. If idx == None then we simply
use the gamma corresponding to the lowest error.
"""
if idx == None:
return super(DecisionTreeLearner, self).getBestLearner(meanErrors, paramDict, X, y, idx)
bestInds = numpy.unravel_index(numpy.argmin(meanErrors), meanErrors.shape)
currentInd = 0
learner = self.copy()
for key, val in paramDict.items():
method = getattr(learner, key)
method(val[bestInds[currentInd]])
currentInd += 1
treeSizes = []
for trainInds, testInds in idx:
validX = X[trainInds, :]
validY = y[trainInds]
learner.learnModel(validX, validY)
treeSizes.append(learner.tree.getNumVertices())
bestGamma = int(numpy.round(numpy.array(treeSizes).mean()))
learner.setGamma(bestGamma)
learner.learnModel(X, y)
return learner
def getUnprunedTreeSize(self):
"""
Return the size of the tree before pruning was performed.
"""
return self.unprunedTreeSize
def parallelPen(self, X, y, idx, paramDict, Cvs):
"""
Perform parallel penalisation using any learner.
Using the best set of parameters train using the whole dataset. In this
case if gamma > max(treeSize) the penalty is infinite.
:param X: The examples as rows
:type X: :class:`numpy.ndarray`
:param y: The binary -1/+1 labels
:type y: :class:`numpy.ndarray`
:param idx: A list of train/test splits
:param paramDict: A dictionary index by the method name and with value as an array of values
:type X: :class:`dict`
"""
return super(DecisionTreeLearner, self).parallelPen(X, y, idx, paramDict, Cvs, computeVFPenTree)
class DecisionTreeLearner(AbstractPredictor):
def __init__(self,
criterion="mse",
maxDepth=10,
minSplit=30,
type="reg",
pruneType="none",
gamma=1000,
folds=5,
processes=None):
"""
Need a minSplit for the internal nodes and one for leaves.
:param gamma: A value between 0 (no pruning) and 1 (full pruning) which decides how much pruning to do.
"""
super(DecisionTreeLearner, self).__init__()
self.maxDepth = maxDepth
self.minSplit = minSplit
self.criterion = criterion
self.type = type
self.pruneType = pruneType
self.setGamma(gamma)
self.folds = 5
self.processes = processes
self.alphas = numpy.array([])
def learnModel(self, X, y):
nodeId = (0, )
self.tree = DictTree()
rootNode = DecisionNode(numpy.arange(X.shape[0]), y.mean())
self.tree.setVertex(nodeId, rootNode)
#We compute a sorted version of X
argsortX = numpy.zeros(X.shape, numpy.int)
for i in range(X.shape[1]):
argsortX[:, i] = numpy.argsort(X[:, i])
argsortX[:, i] = numpy.argsort(argsortX[:, i])
self.growSkLearn(X, y)
#self.recursiveSplit(X, y, argsortX, nodeId)
self.unprunedTreeSize = self.tree.size
if self.pruneType == "REP":
#Note: This should be a seperate validation set
self.repPrune(X, y)
elif self.pruneType == "REP-CV":
self.cvPrune(X, y)
elif self.pruneType == "CART":
self.cartPrune(X, y)
elif self.pruneType == "none":
pass
else:
raise ValueError("Unknown pruning type " + self.pruneType)
#@profile
def recursiveSplit(self, X, y, argsortX, nodeId):
"""
Give a sample of data and a node index, we find the best split and
add children to the tree accordingly.
"""
if len(nodeId) - 1 >= self.maxDepth:
return
node = self.tree.getVertex(nodeId)
bestError, bestFeatureInd, bestThreshold, bestLeftInds, bestRightInds = findBestSplit(
self.minSplit, X, y, node.getTrainInds(), argsortX)
#The split may have 0 items in one set, so don't split
if bestLeftInds.sum() != 0 and bestRightInds.sum() != 0:
node.setError(bestError)
node.setFeatureInd(bestFeatureInd)
node.setThreshold(bestThreshold)
leftChildId = self.getLeftChildId(nodeId)
leftChild = DecisionNode(bestLeftInds, y[bestLeftInds].mean())
self.tree.addChild(nodeId, leftChildId, leftChild)
if leftChild.getTrainInds().shape[0] >= self.minSplit:
self.recursiveSplit(X, y, argsortX, leftChildId)
rightChildId = self.getRightChildId(nodeId)
rightChild = DecisionNode(bestRightInds, y[bestRightInds].mean())
self.tree.addChild(nodeId, rightChildId, rightChild)
if rightChild.getTrainInds().shape[0] >= self.minSplit:
self.recursiveSplit(X, y, argsortX, rightChildId)
def growSkLearn(self, X, y):
"""
Grow a decision tree from sklearn.
"""
from sklearn.tree import DecisionTreeRegressor
regressor = DecisionTreeRegressor(max_depth=self.maxDepth,
min_samples_split=self.minSplit)
regressor.fit(X, y)
#Convert the sklearn tree into our tree
nodeId = (0, )
nodeStack = [(nodeId, 0)]
node = DecisionNode(numpy.arange(X.shape[0]), regressor.tree_.value[0])
self.tree.setVertex(nodeId, node)
while len(nodeStack) != 0:
nodeId, nodeInd = nodeStack.pop()
node = self.tree.getVertex(nodeId)
node.setError(regressor.tree_.best_error[nodeInd])
node.setFeatureInd(regressor.tree_.feature[nodeInd])
node.setThreshold(regressor.tree_.threshold[nodeInd])
if regressor.tree_.children[nodeInd, 0] != -1:
leftChildInds = node.getTrainInds()[
X[node.getTrainInds(),
node.getFeatureInd()] < node.getThreshold()]
leftChildId = self.getLeftChildId(nodeId)
leftChild = DecisionNode(
leftChildInds,
regressor.tree_.value[regressor.tree_.children[nodeInd,
0]])
self.tree.addChild(nodeId, leftChildId, leftChild)
nodeStack.append((self.getLeftChildId(nodeId),
regressor.tree_.children[nodeInd, 0]))
if regressor.tree_.children[nodeInd, 1] != -1:
rightChildInds = node.getTrainInds()[
X[node.getTrainInds(),
node.getFeatureInd()] >= node.getThreshold()]
rightChildId = self.getRightChildId(nodeId)
rightChild = DecisionNode(
rightChildInds,
regressor.tree_.value[regressor.tree_.children[nodeInd,
1]])
self.tree.addChild(nodeId, rightChildId, rightChild)
nodeStack.append((self.getRightChildId(nodeId),
regressor.tree_.children[nodeInd, 1]))
def predict(self, X):
"""
Make a prediction for the set of examples given in the matrix X.
"""
rootId = (0, )
predY = numpy.zeros(X.shape[0])
self.tree.getVertex(rootId).setTestInds(numpy.arange(X.shape[0]))
predY = self.recursivePredict(X, predY, rootId)
return predY
def recursivePredict(self, X, y, nodeId):
"""
Recurse through the tree and assign examples to the correct vertex.
"""
node = self.tree.getVertex(nodeId)
testInds = node.getTestInds()
if self.tree.isLeaf(nodeId):
y[testInds] = node.getValue()
else:
for childId in [
self.getLeftChildId(nodeId),
self.getRightChildId(nodeId)
]:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = X[testInds, node.getFeatureInd(
)] < node.getThreshold()
else:
childInds = X[testInds, node.getFeatureInd(
)] >= node.getThreshold()
child.setTestInds(testInds[childInds])
y = self.recursivePredict(X, y, childId)
return y
def recursiveSetPrune(self, X, y, nodeId):
"""
This computes test errors on nodes by passing in the test X and y.
"""
node = self.tree.getVertex(nodeId)
testInds = node.getTestInds()
node.setTestError(self.vertexTestError(y[testInds], node.getValue()))
for childId in [
self.getLeftChildId(nodeId),
self.getRightChildId(nodeId)
]:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = X[testInds,
node.getFeatureInd()] < node.getThreshold()
else:
childInds = X[testInds,
node.getFeatureInd()] >= node.getThreshold()
child.setTestInds(testInds[childInds])
self.recursiveSetPrune(X, y, childId)
def vertexTestError(self, trueY, predY):
"""
This is the error used for pruning. We compute it at each node.
"""
return numpy.sum((trueY - predY)**2)
def computeAlphas(self):
self.minAlpha = float("inf")
self.maxAlpha = -float("inf")
for vertexId in self.tree.getAllVertexIds():
currentNode = self.tree.getVertex(vertexId)
subtreeLeaves = self.tree.leaves(vertexId)
testErrorSum = 0
for leaf in subtreeLeaves:
testErrorSum += self.tree.getVertex(leaf).getTestError()
#Alpha is normalised difference in error
if currentNode.getTestInds().shape[0] != 0:
currentNode.alpha = (testErrorSum -
currentNode.getTestError()) / float(
currentNode.getTestInds().shape[0])
if currentNode.alpha < self.minAlpha:
self.minAlpha = currentNode.alpha
if currentNode.alpha > self.maxAlpha:
self.maxAlpha = currentNode.alpha
def computeCARTAlphas(self, X):
"""
Solve for the CART complexity based pruning.
"""
self.minAlpha = float("inf")
self.maxAlpha = -float("inf")
alphas = []
for vertexId in self.tree.getAllVertexIds():
currentNode = self.tree.getVertex(vertexId)
subtreeLeaves = self.tree.leaves(vertexId)
testErrorSum = 0
for leaf in subtreeLeaves:
testErrorSum += self.tree.getVertex(leaf).getTestError()
#Alpha is reduction in error per leaf - larger alphas are better
if currentNode.getTestInds().shape[0] != 0 and len(
subtreeLeaves) != 1:
currentNode.alpha = (currentNode.getTestError() -
testErrorSum) / float(
X.shape[0] * (len(subtreeLeaves) - 1))
#Flip alpha so that pruning works
currentNode.alpha = -currentNode.alpha
alphas.append(currentNode.alpha)
"""
if currentNode.alpha < self.minAlpha:
self.minAlpha = currentNode.alpha
if currentNode.alpha > self.maxAlpha:
self.maxAlpha = currentNode.alpha
"""
alphas = numpy.array(alphas)
self.alphas = numpy.unique(alphas)
self.minAlpha = numpy.min(self.alphas)
self.maxAlpha = numpy.max(self.alphas)
def repPrune(self, validX, validY):
"""
Prune the decision tree using reduced error pruning.
"""
rootId = (0, )
self.tree.getVertex(rootId).setTestInds(numpy.arange(validX.shape[0]))
self.recursiveSetPrune(validX, validY, rootId)
self.computeAlphas()
self.prune()
def prune(self):
"""
We prune as early as possible and make sure the final tree has at most
gamma vertices.
"""
i = self.alphas.shape[0] - 1
#print(self.alphas)
while self.tree.getNumVertices() > self.gamma and i >= 0:
#print(self.alphas[i], self.tree.getNumVertices())
alphaThreshold = self.alphas[i]
toPrune = []
for vertexId in self.tree.getAllVertexIds():
if self.tree.getVertex(vertexId).alpha >= alphaThreshold:
toPrune.append(vertexId)
for vertexId in toPrune:
if self.tree.vertexExists(vertexId):
self.tree.pruneVertex(vertexId)
i -= 1
def cartPrune(self, trainX, trainY):
"""
Prune the tree according to the CART algorithm. Here, the chosen
tree is selected by thresholding alpha. In CART itself the best
tree is selected by using an independent pruning set.
"""
rootId = (0, )
self.tree.getVertex(rootId).setTestInds(numpy.arange(trainX.shape[0]))
self.recursiveSetPrune(trainX, trainY, rootId)
self.computeCARTAlphas(trainX)
self.prune()
def cvPrune(self, validX, validY):
"""
We do something like reduced error pruning but we use cross validation
to decide which nodes to prune.
"""
#First set the value of the vertices using the training set.
#Reset all alphas to zero
inds = Sampling.crossValidation(self.folds, validX.shape[0])
for i in self.tree.getAllVertexIds():
self.tree.getVertex(i).setAlpha(0.0)
self.tree.getVertex(i).setTestError(0.0)
for trainInds, testInds in inds:
rootId = (0, )
root = self.tree.getVertex(rootId)
root.setTrainInds(trainInds)
root.setTestInds(testInds)
root.tempValue = numpy.mean(validY[trainInds])
nodeStack = [(rootId, root.tempValue)]
while len(nodeStack) != 0:
(nodeId, value) = nodeStack.pop()
node = self.tree.getVertex(nodeId)
tempTrainInds = node.getTrainInds()
tempTestInds = node.getTestInds()
node.setTestError(
numpy.sum((validY[tempTestInds] - node.tempValue)**2) +
node.getTestError())
childIds = [
self.getLeftChildId(nodeId),
self.getRightChildId(nodeId)
]
for childId in childIds:
if self.tree.vertexExists(childId):
child = self.tree.getVertex(childId)
if childId[-1] == 0:
childInds = validX[
tempTrainInds,
node.getFeatureInd()] < node.getThreshold()
else:
childInds = validX[
tempTrainInds,
node.getFeatureInd()] >= node.getThreshold()
if childInds.sum() != 0:
value = numpy.mean(
validY[tempTrainInds[childInds]])
child.tempValue = value
child.setTrainInds(tempTrainInds[childInds])
nodeStack.append((childId, value))
if childId[-1] == 0:
childInds = validX[
tempTestInds,
node.getFeatureInd()] < node.getThreshold()
else:
childInds = validX[
tempTestInds,
node.getFeatureInd()] >= node.getThreshold()
child.setTestInds(tempTestInds[childInds])
self.computeAlphas()
self.prune()
def copy(self):
"""
Copies parameter values only
"""
newLearner = DecisionTreeLearner(self.criterion, self.maxDepth,
self.minSplit, self.type,
self.pruneType, self.gamma,
self.folds)
return newLearner
def getMetricMethod(self):
if self.type == "reg":
#return Evaluator.rootMeanSqError
return Evaluator.meanAbsError
#return Evaluator.meanSqError
else:
return Evaluator.binaryError
def getAlphaThreshold(self):
#return self.maxAlpha - (self.maxAlpha - self.minAlpha)*self.gamma
#A more natural way of defining gamma
return self.alphas[numpy.round(
(1 - self.gamma) * (self.alphas.shape[0] - 1))]
def setGamma(self, gamma):
"""
Gamma is an upper bound on the number of nodes in the tree.
"""
Parameter.checkInt(gamma, 1, float("inf"))
self.gamma = gamma
def getGamma(self):
return self.gamma
def setPruneCV(self, folds):
Parameter.checkInt(folds, 1, float("inf"))
self.folds = folds
def getPruneCV(self):
return self.folds
def getLeftChildId(self, nodeId):
leftChildId = list(nodeId)
leftChildId.append(0)
leftChildId = tuple(leftChildId)
return leftChildId
def getRightChildId(self, nodeId):
rightChildId = list(nodeId)
rightChildId.append(1)
rightChildId = tuple(rightChildId)
return rightChildId
def getTree(self):
return self.tree
def complexity(self):
return self.tree.size
def getBestLearner(self, meanErrors, paramDict, X, y, idx=None):
"""
Given a grid of errors, paramDict and examples, labels, find the
best learner and train it. In this case we set gamma to the real
size of the tree as learnt using CV. If idx == None then we simply
use the gamma corresponding to the lowest error.
"""
if idx == None:
return super(DecisionTreeLearner,
self).getBestLearner(meanErrors, paramDict, X, y, idx)
bestInds = numpy.unravel_index(numpy.argmin(meanErrors),
meanErrors.shape)
currentInd = 0
learner = self.copy()
for key, val in paramDict.items():
method = getattr(learner, key)
method(val[bestInds[currentInd]])
currentInd += 1
treeSizes = []
for trainInds, testInds in idx:
validX = X[trainInds, :]
validY = y[trainInds]
learner.learnModel(validX, validY)
treeSizes.append(learner.tree.getNumVertices())
bestGamma = int(numpy.round(numpy.array(treeSizes).mean()))
learner.setGamma(bestGamma)
learner.learnModel(X, y)
return learner
def getUnprunedTreeSize(self):
"""
Return the size of the tree before pruning was performed.
"""
return self.unprunedTreeSize
def parallelPen(self, X, y, idx, paramDict, Cvs):
"""
Perform parallel penalisation using any learner.
Using the best set of parameters train using the whole dataset. In this
case if gamma > max(treeSize) the penalty is infinite.
:param X: The examples as rows
:type X: :class:`numpy.ndarray`
:param y: The binary -1/+1 labels
:type y: :class:`numpy.ndarray`
:param idx: A list of train/test splits
:param paramDict: A dictionary index by the method name and with value as an array of values
:type X: :class:`dict`
"""
return super(DecisionTreeLearner,
self).parallelPen(X, y, idx, paramDict, Cvs,
computeVFPenTree)