Paper 2025/500

SecurED: Secure Multiparty Edit Distance for Genomic Sequences

Jiahui Gao, Arizona State University
Yagaagowtham Palanikuma, Arizona State University
Dimitris Mouris, Nillion
Duong Tung Nguyen, Arizona State University
Ni Trieu, Arizona State University
Abstract

DNA edit distance (ED) measures the minimum number of single nucleotide insertions, substitutions, or deletions required to convert a DNA sequence into another. ED has broad applications in healthcare such as sequence alignment, genome assembly, functional annotation, and drug discovery. Privacy-preserving computation is essential in this context to protect sensitive genomic data. Nonetheless, the existing secure DNA edit distance solutions lack efficiency when handling large data sequences or resort to approximations and fail to accurately compute the metric. In this work, we introduce secureED, a protocol that tackles these limitations, resulting in a significant performance enhancement of approximately compared to existing methods. Our protocol computes a secure ED between two genomes, each comprising letters, in just a few seconds. The underlying technique of our protocol is a novel approach that transforms the established approximate matching technique (i.e., the Ukkonen algorithm) into exact matching, exploiting the inherent similarity in human DNA to achieve cost-effectiveness. Furthermore, we introduce various optimizations tailored for secure computation in scenarios with a limited input domain, such as DNA sequences composed solely of the four nucleotide letters.

Metadata
Available format(s)
PDF
Category
Cryptographic protocols
Publication info
Published elsewhere. PoPETs 2025
DOI
10.56553/popets-2025-0072
Keywords
Applied CryptographyDynamic ProgrammingDNA MatchingEdit DistanceGenomicsMultiparty Computation
Contact author(s)
jgao76 @ asu edu
ypalanik @ asu edu
dimitris @ nillion com
duongnt @ asu edu
nitrieu @ asu edu
History
2025-03-18: revised
2025-03-16: received
See all versions
Short URL
https://ia.cr/2025/500
License
Creative Commons Attribution
CC BY

BibTeX

@misc{cryptoeprint:2025/500,
      author = {Jiahui Gao and Yagaagowtham Palanikuma and Dimitris Mouris and Duong Tung Nguyen and Ni Trieu},
      title = {{SecurED}: Secure Multiparty Edit Distance for Genomic Sequences},
      howpublished = {Cryptology {ePrint} Archive, Paper 2025/500},
      year = {2025},
      doi = {10.56553/popets-2025-0072},
      url = {https://eprint.iacr.org/2025/500}
}
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