energy-constrained two-way capacity bounds noisy gaussian is a M.Tech project topic for Chemical Engineering. It gives students a clear starting point for research, implementation planning, and documentation.
energy-constrained two-way capacity bounds noisy gaussian Project Details
| Abstract |
This project uses analysis and computer simulations to study the ultimate limits of bosonic communication channels that have an energy restriction and are affected by extra thermal noise. We develop a single adaptive weakβconverse bound that works for three channel typesβthermal loss, noisy amplification, and additive Gaussian noiseβwhile imposing only an average limit on the number of photons sent. By examining any adaptive protocol that can use quantum memories, the framework sets limits on the twoβway quantum capacity, the capacity for distributing entanglement, the private capacity, and the secretβkey capacity. Our results show that the bound drops to zero in the entanglementβbreaking region and approaches the PirandolaβLaurenzaβOttavianiβBanchi (PLOB) bound as
the energy goes to infinity. For realistic (finite) energy, the new bound is tighter than both the known Gaussian squashedβentanglement bound and the PLOB bound in the parameter ranges that matter. The work includes organizing the mathematical proofs, running simulations to compare the new converse bounds with hashing rates, and measuring how far we are from what can actually be achieved. Overall, this provides a solid, energyβdependent benchmark for noisy bosonic Gaussian channels, extends finiteβenergy converse methods beyond the quantumβlimited case, and offers a strong base for building practical quantum communication systems.
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| Reference Paper |
Energy-constrained two-way capacity bounds for noisy Gaussian channels |
| Domain |
Quantum Communications |
| Sub-Domain |
Environmental & Energy / Green Chemical Engineering / Waste-to-Energy |
| PDF Download |
Download / View PDF |
| Get Help |
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