String Processing and Information Retrieval

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This book constitutes the refereed proceedings of the 32nd International Symposium on String Processing and Information Retrieval, SPIRE 2025, held in London, UK, during September 8-11, 2025.

The 17 full papers and 6 short papers included in this book were carefully reviewed and selected from 42 submissions. These papers cover research in all aspects of string processing, information retrieval, computational biology, and related applications.


Klappentext

.- New perspectives on the Burrows–Wheeler Transform (Keynote). .- Scaling genomic reuse: hypothesis and algorithms for k-mer collections (Keynote). .- Succinct Dynamic Data Structures (25 years on) (Keynote). .- Testing Quasiperiodicity. .- KeBaB: k-mer based breaking for finding long MEMs. .- Analysing New Entropy Measures for Tries. .- Depth first representations of kˆ2-trees. .- Dorst–Smeulders Coding for Arbitrary Binary Words. .- Prefix-free parsing for merging big BWTs. .- RLZ-r and LZ-End-r: Enhancing Move-r. .- Massively Parallel Computation of Matching Statistics. .- Cache-Friendly Compressed Boolean Matrices. .- Tight Additive Sensitivity on LZ-style Compressors and String Attractors. .- On the number of MUSs crossing a position. .- String Consensus Problems with Swaps and Substitutions. .- Two-Player Communication Complexity of Pattern Matching. .- REINDEER2: practical abundance index at scale. .- Efficient Computation of Closed Substrings. .- Nyldon Factorization of Thue-Morse Words and Fibonacci Words. .- String Matching with a Dynamic Pattern. .- Smallest Suffixient Sets as a Repetitiveness Measure. .- Longest Unbordered Factors on Run-Length Encoded Strings. .- Longest Common Subsequence in k-length substrings for Run-Length-Encoded strings. .- Practical algorithms for Hierarchical Overlap Graphs. .- Counting distinct (non-)crossing substrings. .- Faster Algorithm for Bounded Damerau–Levenshtein Distance.


Inhalt

.- New perspectives on the BurrowsWheeler Transform (Keynote).

.- Scaling genomic reuse: hypothesis and algorithms for k-mer collections (Keynote).

.- Succinct Dynamic Data Structures (25 years on) (Keynote).

.- Testing Quasiperiodicity.

.- KeBaB: k-mer based breaking for finding long MEMs.

.- Analysing New Entropy Measures for Tries.

.- Depth first representations of k2-trees.

.- DorstSmeulders Coding for Arbitrary Binary Words.

.- Prefix-free parsing for merging big BWTs.

.- RLZ-r and LZ-End-r: Enhancing Move-r.

.- Massively Parallel Computation of Matching Statistics.

.- Cache-Friendly Compressed Boolean Matrices.

.- Tight Additive Sensitivity on LZ-style Compressors and String Attractors.

.- On the number of MUSs crossing a position.

.- String Consensus Problems with Swaps and Substitutions.

.- Two-Player Communication Complexity of Pattern Matching.

.- REINDEER2: practical abundance index at scale.

.- Efficient Computation of Closed Substrings.

.- Nyldon Factorization of Thue-Morse Words and Fibonacci Words.

.- String Matching with a Dynamic Pattern.

.- Smallest Suffixient Sets as a Repetitiveness Measure.

.- Longest Unbordered Factors on Run-Length Encoded Strings.

.- Longest Common Subsequence in k-length substrings for Run-Length-Encoded strings.

.- Practical algorithms for Hierarchical Overlap Graphs.

.- Counting distinct (non-)crossing substrings.

.- Faster Algorithm for Bounded DamerauLevenshtein Distance.

Weitere Informationen

  • Allgemeine Informationen
    • GTIN 09783032052278
    • Genre Maths
    • Editor Golnaz Badkobeh, Jakub Radoszewski, Nicola Tonellotto, Ricardo Baeza-Yates
    • Sprache Englisch
    • Lesemotiv Verstehen
    • Anzahl Seiten 306
    • Herausgeber Springer
    • Größe H235mm x B155mm
    • Jahr 2025
    • EAN 9783032052278
    • Format Kartonierter Einband
    • ISBN 978-3-032-05227-8
    • Titel String Processing and Information Retrieval
    • Untertitel 32nd International Symposium, SPIRE 2025, London, UK, September 8-11, 2025, Proceedings

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