Abstract
We give new space/time tradeoffs for compressed indexes that answer document retrieval queries on general sequences. On a collection of D documents of total length n, current approaches require at least |CSA|+O(nlgDlglgD) or 2|CSA|+o(n) bits of space, where CSA is a full-text index. Using monotone minimal perfect hash functions (mmphfs), we give new algorithms for document listing with frequencies and top-k document retrieval using just |CSA|+O(nlglglgD) bits. We also improve current solutions that use 2|CSA|+o(n) bits, and consider other problems such as colored range listing, top-k most important documents, and computing arbitrary frequencies. We give proof-of-concept experimental results that show that using mmphfs may provide relevant practical tradeoffs for document listing with frequencies.
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