tailieunhanh - Artificial Intelligence - Lecturer 13: Decision Tree Learning

Over-fitting the training data, handling continuous-valued (., real-valued) attributes, choosing appropriate measures for attribute selection, handling training data with missing attribute values, handling attributes with differing costs. | 5 28 2014 Artificial Intelligence For HEDSPI Project Lecturer 13 - Decision Tree Learning Lecturers Thanh Huong Duc Khanh Dr. Hai V. Pham HUST 1 Decision tree Introduction Decision tree DT learning To approximate a discrete-valued target function The target function is represented by a decision tree A DT can be represented interpreted as a set of IF-THEN rules . easy to read and understand Capable of learning disjunctive expressions DT learning is robust to noisy data One of the most widely used methods for inductive inference Successfully applied to a range of real-world applications 2 1 5 28 2014 Example of a DT Which documents are of my interest Interested Uninterested . . sport . . player . . goal . . sport . Interested Interested Uninterested Example of a DT Does a person play tennis No Yes No Yes Outlook Overcast Temperature Hot Humidity High Wind weak Yes Outlook Rain Temperature Miid Humidity High Wind strong No Outlook Sunny Temperature Hot Humidity High Wind strong No 4 2 5 28 2014 Decision tree Representation 1 Each internal node represents an attribute to be tested by instances Each branch from a node corresponds to a possible value of the attribute associated with that node Each leaf node represents a classification . a class label A learned DT classifies an instance by sorting it down the tree from the root to some leaf node The classification associated with the leaf node is used for the instance 5 Decision tree Representation 2 A DT represents a disjunction of conjunctions of constraints on the attribute values of instances Each path from the root to a leaf corresponds to a conjunction of attribute tests The tree itself is a disjunction of these conjunctions Examples Let s consider the two previous example DTs. 6

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