output
20022013
most citedObservation of a new particle in the search for the Standard Model Higgs boson with the ATLAS detector at the LHC

10.9k citations

Showing 2010 · quant-phShow all

8 papers · 2 filters

quant-ph201051 cited

Nonlocal PMD compensation in the transmission of non-stationary streams of polarization entangled photons

Mark Shtaif, Cristian Antonelli, Misha Brodsky

We study the feasibility of nonlocally compensating for polarization mode dispersion (PMD), when polarization entangled photons are distributed in fiber-optic channels.We quantify…

quant-ph201077 cited

Loss of polarization entanglement in a fiber-optic system with polarization mode dispersion in one optical path

Misha Brodsky, Elizabeth C. George, Cristian Antonelli +1

We characterize theoretically and experimentally the degradation of polarization entanglement in a fiber-optic entanglement distribution system where one of the optical fibers is e…

quant-ph201060 cited

Quantum response of dephasing open systems

J. E. Avron, M. Fraas, G. M. Graf +1

We develop a theory of adiabatic response for open systems governed by Lindblad evolutions. The theory determines the dependence of the response coefficients on the dephasing rates…

quant-ph201018 cited

Hawking Radiation on an Ion Ring in the Quantum Regime

Birger Horstmann, Ralf Schützhold, Benni Reznik +2

This paper discusses a recent proposal for the simulation of acoustic black holes with ions. The ions are rotating on a ring with an inhomogeneous, but stationary velocity profile.…

quant-ph201073 cited

Modular values and weak values of quantum observables

Yaron Kedem, Lev Vaidman

The concept of a modular value of an observable of a pre- and post-selected quantum system is introduced. It is similar in form and in some cases has a close connection to the weak…

quant-ph201013 cited

A family of loss-tolerant quantum coin flipping protocols

N. Aharon, S. Massar, J. Silman

We present a family of loss-tolerant quantum strong coin flipping protocols; each protocol differing in the number of qubits employed. For a single qubit we obtain a bias of 0.4, r…