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We construct a quantum reference frame, which can be used to approximately implement arbitrary unitary transformations on a system in the presence of any number of extensive conserved quantities, by absorbing any back action provided by the conservation laws.
Die Messung quantenmechanischer Operatoren
Eugene P. Wigner · 1952
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The intrinsic parity of elementary particles
Gian Carlo Wick, Arthur S. Wightman, and Eugene P. Wigner · 1952
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Measurement of Quantum Mechanical Operators
Huzihiro Araki and Mutsuo M. Yanase · 1960
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Charge Superselection Rule
Yakir Aharonov and Leonard Susskind · 1967
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Observability of the sign change of spinors under 2 π 2\pi rotations
Yakir Aharonov and Leonard Susskind · 1967
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Yakir Aharonov and Tirzah Kaufherr · 1984
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The Wigner-Araki-Yanase theorem and the quantum resource theory of asymmetry
Mehdi Ahmadi, David Jennings, and Terry Rudolph · 2013
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The theory of manipulations of pure state asymmetry: I. basic tools, equivalence classes and single copy transformations
Iman Marvian and Robert W Spekkens · 2013
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Quantum Coherence, Time-Translation Symmetry, and Thermodynamics
Matteo Lostaglio, Kamil Korzekwa, David Jennings, and Terry Rudolph · 2015
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Thermodynamics of quantum systems with multiple conserved quantities
Yelena Guryanova, Sandu Popescu, Anthony J. Short, Ralph Silva, and Paul Skrzypczyk · 2016
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Microcanonical and resource-theoretic derivations of the thermal state of a quantum system with noncommuting charges
Nicole Yunger Halpern, Philippe Faist, Jonathan Oppenheim, and Andreas Winter · 2016
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