FIRAS: A Framework for Interval Range Search and Sampling
Daichi Amagata, Panagiotis Simatis, Panagiotis Bouros, Nikos Mamoulis
Abstract
Intervals are ubiquitous in many applications, including temporal and uncertain databases. Range search, which retrieves all intervals that overlap a given query interval, is a key operation in such applications. As data sizes grow, range search results can become large, overwhelming users and resulting in long search times. Obtaining random samples from a large search result is a promising approach that alleviates the above issues. While for some applications, sampling range query results is adequate, others may require the complete query result. Hence, a challenging question arises: can we design a framework that efficiently handles both range search and range sampling? This work provides a positive answer. We propose FIRAS, a framework that supports range search and sampling in O (log n + k ) time and O (log 2 n + s ) time, respectively, with O ( n ) space, where k ( s ) is the range search result (sample) size, and n is the data size. FIRAS can also be used to know the result size k of a range query in O (log 2 n ) time; subsequently, the issuer can decide whether to retrieve all results or random samples thereof in O ( k ) or O ( s ) time, respectively. Finally, we extend FIRAS to apply to evolving interval data, where queries interleave with updates and both have to be supported efficiently. Our extensive experiments on real-world datasets demonstrate the efficiency of FIRAS.
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