论文标题
费米量量子计算中的熵功率不平等
Entropy Power Inequality in Fermionic Quantum Computation
论文作者
论文摘要
我们在Unital有限维车$ C^{*} $ - 代数上研究量子计算关系。我们在费米子设置中证明了熵功率不平等（EPI），大概将允许了解费米子线性光学的能力。显示了与骨骼病例相似的关系，并给出了已知事实的替代证明。因此，Clifford代数和Grassmann表示可以用于获得有关相干费米态的数学结果。
We study quantum computation relations on unital finite-dimensional CAR $C^{*}$-algebras. We prove an entropy power inequality (EPI) in a fermionic setting, which presumably will permit understanding the capacities in fermionic linear optics. Similar relations to the bosonic case are shown, and alternative proofs of known facts are given. Clifford algebras and the Grassmann representation can thus be used to obtain mathematical results regarding coherent fermion states.
