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Large search engines process thousands of queries per second over billions of documents, making query processing a major performance bottleneck. An important class of optimization techniques called early termination achieves faster query processing by avoiding the scoring of documents that are unlikely to be in the top results. We study new algorithms for early termination that outperform previous methods. In particular, we focus on safe techniques for disjunctive queries, which return the same result as an exhaustive evaluation over the disjunction of the query terms. The current state-of-the-art methods for this case, the WAND algorithm by Broder et al. [11] and the approach of Strohman and Croft [30], achieve great benefits but still leave a large performance gap between disjunctive and (even non-early terminated) conjunctive queries.We propose a new set of algorithms by introducing a simple augmented inverted index structure called a block-max index. Essentially, this is a structure that stores the maximum impact score for each block of a compressed inverted list in uncompressed form, thus enabling us to skip large parts of the lists. We show how to integrate this structure into the WAND approach, leading to considerable performance gains. We then describe extensions to a layered index organization, and to indexes with reassigned document IDs, that achieve additional gains that narrow the gap between disjunctive and conjunctive top-k query processing.

Web search engines use the full-text inverted index data structure. Because query processing performance is impacted by the size of the inverted index, a plethora of research has focused on fast and effective techniques for compressing this structure. Recently, researchers have proposed techniques for improving index compression by optimizing the assignment of document identifiers in the collection, leading to significant reduction in overall index size.In this paper, we propose improved techniques for document identifier assignment. Previous work includes simple and fast heuristics such as sorting by URL, as well as more involved approaches based on the Traveling Salesman Problem or on graph partitioning. These techniques achieve good compression but do not scale to larger document collections. We propose a new framework based on performing a Traveling Salesman computation on a reduced sparse graph obtained through Locality Sensitive Hashing. This technique achieves improved compression while scaling to tens of millions of documents. Based on this framework, we describe new algorithms, and perform a detailed evaluation on three large data sets showing improvements in index size.

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