Convertible Codes: MSR-to-MSR Conversion with Optimal Access and Bandwidth

📅 2026-06-27
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🤖 AI Summary
This work addresses the challenge of efficiently converting multiple source minimum storage regenerating (MSR) codes into a single target MSR code in distributed storage systems. It presents the first MSR-to-MSR convertible code construction that simultaneously achieves optimal access cost and conversion bandwidth across a broad range of parameters. By integrating convertible coding theory, MSR code design, and a novel row-matching technique, the proposed scheme handles both irregular and identical-code settings effectively: it attains optimal access cost in irregular scenarios and jointly optimizes access overhead and conversion bandwidth when source and target codes are identical. This approach significantly enhances code conversion efficiency while preserving the optimal single-node repair property inherent to MSR codes.
📝 Abstract
In this paper, we study convertible codes in the merge regime and focus on the minimum storage regenerating (MSR) setting, where both the initial codes and the final code admit optimal single-node repair. We propose explicit MSR-to-MSR conversion schemes and analyze their performance in terms of access cost and conversion bandwidth. We first construct convertible MSR codes in the irregular setting, where the $m$ initial codes may have different parameters, achieving optimal access cost. We further consider the practically important same-code setting, where all initial codewords are drawn from the same MSR code. By introducing a row-matching technique, we obtain constructions simultaneously achieving optimal access cost and conversion bandwidth in most parameter regimes.
Problem

Research questions and friction points this paper is trying to address.

convertible codes
minimum storage regenerating (MSR)
conversion bandwidth
access cost
code conversion
Innovation

Methods, ideas, or system contributions that make the work stand out.

Convertible Codes
Minimum Storage Regenerating (MSR)
Optimal Access
Conversion Bandwidth
Row-Matching Technique
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