Markus Müller

Prof. Dr. Markus Müller

orcid

Research Focus & Metrics

Academic Career Length

19Years (2008-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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23 February 2011 in Nature
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JBJulio T. Barreiro
Julio T. Barreiro
MMMarkus Müller
Markus Müller
PSPhilipp Schindler
Philipp Schindler
DNDaniel Nigg
Daniel Nigg
TMThomas Monz
Thomas Monz
RBRainer Blatt
Rainer Blatt

25 May 2022 in Nature
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SKSebastian Krinner
Sebastian Krinner
NLNathan Lacroix
Nathan Lacroix
ARAnts Remm
Ants Remm
APAgustin Di Paolo
Agustin Di Paolo
EGElie Genois
Elie Genois
AWAndreas Wallraff
Andreas Wallraff

14 March 2010 in Nature Physics
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HWHendrik Weimer
Hendrik Weimer
MMMarkus Müller
Markus Müller
ILIgor Lesanovsky
Igor Lesanovsky
PZPeter Zoller
Peter Zoller
HBHans Peter Büchler
Hans Peter Büchler

7 October 2011 in Science
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BLB. P. Lanyon
B. P. Lanyon
CHC. Hempel
C. Hempel
DND. Nigg
D. Nigg
MMMarkus Müller
Markus Müller
RGR. Gerritsma
R. Gerritsma
CRC. F. Roos
C. F. Roos
A series of trapped calcium ions was used to simulate the complex dynamics of an interacting spin system.

18 July 2014 in Science
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DND. Nigg
D. Nigg
MMMarkus Müller
Markus Müller
EME. A. Martinez
E. A. Martinez
PSP. Schindler
P. Schindler
MHM. Hennrich
M. Hennrich
RBR. Blatt
R. Blatt
Fault-tolerant quantum computing: Quantum states can be delicate. Attempts to process and manipulate quantum states can destroy the encoded information. Nigg et al. encoded the quantum state of a single qubit (in this case, a trapped ion) over the global properties of a series of trapped ions. These so-called stabilizers protected the information against noise sources that can degrade the single qubit. The protocol provides a route to fault-tolerant quantum computing. Science , this issue p. 302

23 October 2012 in Physical Review Letters
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DBDebasish Banerjee
Debasish Banerjee
MDM. Dalmonte
M. Dalmonte
MMMarkus Müller
Markus Müller
ERE. Rico
E. Rico
PSP. Stebler
P. Stebler
PZP. Zoller
P. Zoller
Using a Fermi-Bose mixture of ultracold atoms in an optical lattice, we construct a quantum simulator for a U(1) gauge theory coupled to fermionic matter. The construction is based on quantum links which realize continuous gauge symmetry with discrete quantum variables. At low energies, quantum link models with staggered fermions emerge from a Hubbard-type model which can be quantum simulated. This allows us to investigate string breaking as well as the real-time evolution after a quench in gauge theories, which are inaccessible to classical simulation methods.