TU2.R6.1

Improved Non-Asymptotic Lower Bound on the Size of Optimal Insertion/Deletion Correcting Code

Yuhang Pi, Zhifang Zhang, Chinese Academy of Sciences, University of Chinese Academy of Sciences., China; Yaqian Zhang, Shanghai Jiao Tong University, China
Session:
Biology: Insertions and Deletions
Track:
17: Information and Coding in Biology
Location:
Sigma/Delta
Presentation Time:
Tue, 9 Jul, 11:30 - 11:50
Session Chair:
Maël Le Treust, CNRS
Presentation
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Discussion
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Session TU2.R6
TU2.R6.1: Improved Non-Asymptotic Lower Bound on the Size of Optimal Insertion/Deletion Correcting Code
Yuhang Pi, Zhifang Zhang, Chinese Academy of Sciences, University of Chinese Academy of Sciences., China; Yaqian Zhang, Shanghai Jiao Tong University, China
TU2.R6.2: New Construction of $q$-ary Codes Correcting a Burst of at most $t$ Deletions
Wentu Song, Kui Cai, Tony Quek, Singapore University of Technology and Design, Singapore
TU2.R6.3: Improving the Singleton-type Upper Bounds for Non-Linear Deletion Correcting Codes
Shiqin Liu, Chen Wang, Shandong University, China; Gennian Ge, Capital Normal University, China; Yiwei Zhang, Shandong University, China
TU2.R6.4: On Fixed Length Systematic All Limited Magnitude Zero Deletion/Insertion Error Control Codes
Luca Tallini, University of Teramo, Italy; Hoang Vu, Bella Bose, Oregon State University, United States
Resources
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