Mar 13, 2015 · Shannon's entropy power inequality (EPI) can be viewed as a statement of concavity of an entropic function of a continuous random variable under a scaled ...

May 20, 2016 · In this paper, we establish a class of entropy power inequalities (EPIs) for d-level quantum systems or qudits. The underlying addition rule, ...

Entropy power inequalities for qudits. Nilanjana Datta. University of Cambridge. Koenraad Audenaert. Royal Holloway, London;. & University of Ghent, Belgium.

Apr 18, 2016 · In this paper we establish a class of entropy power inequalities (EPIs) for d-level quantum systems or qudits. The underlying addition rule ...

The conditional entropy power inequality for Gaussian quantum states. Journal of Mathematical Physics, 56(2):022201, 2015. arXiv:1304.7031, doi:10.1063/ ...

Shannon's entropy power inequality (EPI) can be viewed as a statement of concavity of an entropic function of a continuous random variable under a scaled ...

A class of EPI analogues for d-level quantum systems (i.e., qudits) are established for continuous-variable quantum systems, where X and Y are replaced by ...

Shannon's entropy power inequality (EPI) can be viewed as a statement of concavity of an entropic function of a continuous random variable under a scaled ...

Entropy Power Inequalities for qudits. Classical Setting: Definition 1: For a continuous random variable (r.v.). Definition 2: For independent r.v.s on with ...

For a given qudit system Hamiltonian, we find new inequalities connecting the mean value of the Hamiltonian and the entropy of an arbitrary state.