On the minimum number of unitaries needed to describe a random-unitary channel
Francesco Buscemi
quant-pharXiv:quant-ph/0607034
Abstract
We provide, in an extremely simple way, an upper bound to the minimum number of unitary operators describing a general random-unitary channel.
Create a lesson
Related papers
Marginal spectral distributions on regular bipartite unitary orbits
Lin Zhang
Quantum Imaginary Time Evolution on an Infinite 1D Chain
Hao-Ti Hung, Tung Tsao, Ying-Jer Kao
Exact quantum splitting and the structure of finite algebras
Muhammad Imran
Quantum-interference metrology of dissipative Kerr solitons
Yun-Ru Fan, Yong Geng, Ji Liu et al.
Indirect stabilization of N -level quantum systems
Francesca Carlotta Chittaro
Best Annealing Path of Quantum Annealing via Efficient Adiabatic Phase Transition
Kiyotaka Murashima