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Adrian CHIFU
20 Nov 2020

Statistical Analysis to Establish the Importance of Information Retrieval Parameters

Search engines are based on models to index documents, match queries and documents and rank documents. Research in Information Retrieval (IR) aims at defining these models and their parameters in order to optimize the results. Using benchmark collections, it has been shown that there is not a best system configura- tion that works for any query, but rather that performance varies from one query to another. It would be interesting if a meta-system could decide which system config- uration should process a new query by learning from the context of previousqueries. This paper reports a deep analysis considering more than 80,000 search engine config- urations applied to 100 queries and the corresponding performance. The goal of the analysis is to identify which configuration responds best to a certain type of query. We considered two approaches to define query types: one is post-evaluation, based on query clustering according to the performance measured with Average Precision, while the second approach is pre-evaluation, using query features (including query difficulty predictors) to cluster queries. Globally, we identified two parameters that should be optimized: retrieving model and TrecQueryTags process. One could ex- pect such results as these two parameters are major components of IR process. However our work results in two main conclusions: 1/ based on post-evaluation approach, we found that retrieving model is the most influential parameter for easy queries while TrecQueryTags process is for hard queries; 2/ for pre-evaluation, current query fea- tures do not allow to cluster queries to identify differences in the influential parameters.


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author = {Ayter, Julie and Chifu, Adrian-Gabriel and Déjean, Sebastien and Desclaux, Cecile and Mothe, Josiane},
year = {2015},
month = {01},
pages = {1767-1789},
title = {Statistical Analysis to Establish the Importance of Information Retrieval Parameters},
volume = {21}