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Recent work has examined how undecidable problems can arise in quantum information science.
The theory of quantized directions
R. Penrose · 1967
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Closed systems of functions and predicates
D. Geiger · 1968
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Galois theory for post algebras. i
VG Bodnarchuk, LA Kaluzhnin, VN Kotov, and BA Romov · 1969
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Unsolvability in 3 × \times 3 matrices
M. Paterson · 1970
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Word problems solvable in logspace
R.J. Lipton and Y. Zalcstein · 1977
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Tensor rank is np-complete
J. Hastad · 1990
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Quantum mechanics near closed timelike lines
D. Deutsch · 1991
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Examples of undecidable problems for 2-generator matrix semigroups
J. Cassaigne and J. Karhumäki · 1998
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Decidable and undecidable problems about quantum automata
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Structure identification of boolean relations and plain bases for co-clones
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Quantum measurement occurrence is undecidable
J. Eisert, MP Mueller, and C. Gogolin · 2011
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Are problems in quantum information theory (un) decidable?
M.M. Wolf, T.S. Cubitt, and D. Perez-Garcia · 2011
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Closed timelike curves via postselection: theory and experimental test of consistency
S. Lloyd, L. Maccone, R. Garcia-Patron, V. Giovannetti, Y. Shikano, S. Pirandola, L.A. Rozema, A. Darabi, Y. Soudagar, L.K. Shalm, and A. Steinberg · 2011
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Categorical quantum circuits
V. Bergholm and J.D. Biamonte · 2011
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Categorical tensor network states
J.D. Biamonte, S.R. Clark, and D. Jaksch · 2011
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Testing expressibility is hard
R. Willard · 2010
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C. Hillar and L.H. Lim · 2012
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