Error-Correcting Codes for Two Bursts of t1-Deletion-t2-Insertion with Low Computational Complexity

This project is a technical implementation of an academic paper (arXiv:2501.10540v2). Its primary value lies in the mathematical proof and the specific algorithm for (t1, t2)-DI burst correction, which is a niche area of information theory. With 0 stars and 2 forks, it currently lacks any community momentum or commercial packaging. The defensibility is low because the code serves as a reference for the paper rather than a production-grade library; anyone can implement the algorithm from the published formulas. However, the frontier risk is low because major AI labs like OpenAI or Google are focused on large-scale generative models rather than the low-level physical layer channel coding required for DNA storage or niche document synchronization. The primary 'competitors' are other academic constructions from researchers at institutions like Technion or UCSD working on deletion/insertion codes (e.g., extensions of Varshamov-Tenengolts codes). The displacement horizon is long because coding standards in emerging fields like DNA storage evolve slowly through peer-reviewed validation.