From Permutation Symmetry Communication Bounds is a M.Tech project topic for Electronics & Communication Engineering. It gives students a clear starting point for research, implementation planning, and documentation.
From Permutation Symmetry Communication Bounds Project Details
| Abstract |
This research-oriented project focuses on the modeling and simulation of quantum communication channels under the constraint of permutation symmetry to evaluate communication bounds and additivity properties. In quantum information processing, correlations across channel uses typically complicate the optimization of communication rates over large block lengths. This work investigates how full permutation invariance restricts these advantages for finite-dimensional memoryless channels. By analyzing the convergence of optimized coherent information per channel use to its single-use maximum, the framework demonstrates that asymptotic optimization can be simplified to a single channel use. Additionally, the project models the strong converse for pure-source entanglement generation under permutation-invariant inputs, verifying that fidelity approaches zero when rates exceed
the single-use coherent-information maximum. Through a shared variational framework utilizing de Finetti reduction and permutation covariance, the simulation environment evaluates the multiplicativity of completely bounded norms and the additivity of sandwiched Rényi channel quantities. This implementation provides structured guidance for analyzing entropy limits and communication bounds, offering a robust platform for validating theoretical quantum capacity limits in advanced communication systems.
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| Reference Paper |
From Permutation Symmetry to Communication Bounds and Additivity |
| Domain |
Electronics & Communication Engineering |
| Sub-Domain |
VLSI & Embedded Systems / Embedded Systems / Edge AI |
| PDF Download |
Download / View PDF |
| Get Help |
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