Universal Reconstruction of a String

Author:

Gawrychowski Paweł,Kociumaka Tomasz,Radoszewski Jakub,Rytter Wojciech,Waleń Tomasz

Publisher

Springer International Publishing

Reference28 articles.

1. Alatabbi, A., Rahman, M.S., Smyth, W.: Inferring an indeterminate string from a prefix graph. J. of Discrete Algorithms (2014)

2. Bannai, H., Tomohiro, I., Inenaga, S., Nakashima, Y., Takeda, M., Tsuruta, K.: The “runs” theorem. ArXiv e-prints 1406.0263v6 (2015)

3. Lecture Notes in Computer Science;H Bannai,2003

4. Blanchet-Sadri, F., Bodnar, M., Winkle, B.D.: New bounds and extended relations between prefix arrays, border arrays, undirected graphs, and indeterminate strings. In: Mayr, E.W., Portier, N. (eds.) Symposium on Theoretical Aspects of Computer Science. LIPIcs, vol. 25, pp. 162–173. Schloss Dagstuhl-Leibniz-Zentrum für Informatik (2014)

5. Cazaux, B., Rivals, E.: Reverse engineering of compact suffix trees and links: A novel algorithm. J. Discrete Algorithms 28, 9–22 (2014)

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1. Convolutions of String Data Structures: A Case Study of Finding Number of Palindrome Substrings in a String;2023 International Conference on Advancement in Data Science, E-learning and Information System (ICADEIS);2023-08-02

2. Universal reconstruction of a string;Theoretical Computer Science;2020-04

3. Generalized Word Equations: A New Approach to Data Compresion;2019 Data Compression Conference (DCC);2019-03

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