Decoding Resilience: New Quantum Codes Boost Data Reliability
![The parity-check tensor [latex]H_{2-D}[/latex] is defined for [latex]p=3[/latex], utilizing shifts where [latex]\phi(i) = i[/latex], [latex]\psi(j) = j[/latex], and [latex]\eta(k) = k[/latex], thereby establishing a foundational element for error correction within a two-dimensional system.](https://arxiv.org/html/2601.08927v1/stack.png)
Researchers have developed a new family of quantum error-correcting codes designed to significantly improve data storage and transmission by addressing burst errors with enhanced cycle-free structures.








