Title
Learning Non-Linear Ranking Functions For Web Search Using Probabilistic Model Building Gp
Abstract
Ranking the set of search results according to their relevance to a user query is an important task in an Information Retrieval (IR) systems such as a Web Search Engine. Learning the optimal ranking function for this task is a challenging problem because one must consider complex non-linear interactions between numerous factors such as the novelty, authority, contextual similarity, etc. of thousands of documents that contain the user query. We model this task as a non-linear ranking problem, for which we propose Rank-PMBGP, an efficient algorithm to learn an optimal non-linear ranking function using Probabilistic Model Building Genetic Programming. We evaluate the proposed method using the LETOR dataset, a standard benchmark dataset for training and evaluating ranking functions for IR. In our experiments, the proposed method obtains a Mean Average Precision (MAP) score of 0.291, thereby significantly outperforming a non-linear baseline approach that uses Genetic Programming.
Year
DOI
Venue
2013
10.1109/CEC.2013.6557983
2013 IEEE CONGRESS ON EVOLUTIONARY COMPUTATION (CEC)
Keywords
Field
DocType
engines,information retrieval system,probabilistic logic,search engines,genetic algorithms,web search engine,probability
Web search engine,Data mining,Search engine,Ranking SVM,Ranking,Computer science,Genetic programming,Ranking (information retrieval),Artificial intelligence,Probabilistic logic,Genetic algorithm,Machine learning
Conference
Citations 
PageRank 
References 
2
0.36
24
Authors
4
Name
Order
Citations
PageRank
Hiroyuki Sato121.03
danushka bollegala269266.77
Yoshihiko Hasegawa3284.05
Hitoshi Iba41541138.51