Code Construction with Plateaued Functions: Bridging Classical and Quantum Frontiers
This review explores how specialized mathematical functions can be leveraged to build efficient linear codes with applications spanning traditional error correction and the emerging field of quantum computing.

![The study demonstrates that visual question answering (VQA) accuracy and coverage undergo a fundamental shift-evidenced by a transition from full in-distribution data [latex]100;0[/latex] to entirely out-of-distribution data [latex]0;100[/latex]-as models move toward conversational questions and lower-quality images, a phenomenon observed across both Idefics3-8B and Qwen2-VL-7B architectures.](https://arxiv.org/html/2602.13289v1/x1.png)
![The study demonstrates that the proposed SCNS-BP decoding algorithm outperforms the HGP codeC[latex]C_2[/latex][latex]C_2[/latex] with flooding BP, specifically addressing the [latex] [[1922, 50, 16]] [/latex] parameter set.](https://arxiv.org/html/2602.13420v1/x1.png)
![The system exhibits a quantum phase transition at zero temperature, demarcating a critical boundary between superconducting and insulating phases within the [latex] (T,k) [/latex] plane, suggesting an inherent fragility in its conductive state.](https://arxiv.org/html/2602.14446v1/x4.png)

![String hadronization is modeled through complementary frameworks-one depicting string breaks within a light-cone coordinate system where the probability is governed by worldsheet area, and another representing hadronization as a discrete Markov chain evolving remaining string mass [latex]M_n \to M_{n+1}[/latex] until termination occurs either within the band [latex]\mathcal{S}=[M\_{\star},M\_{\rm cut}][latex] or by undershooting into [latex]\mathcal{F}=(0,M\_{\star})[/latex].](https://arxiv.org/html/2602.12599v1/x2.png)