Duclos-Cianci, Guillaume and Poulin, David, Fault-Tolerant Renormalization Group Decoder for Abelian Topological Codes, (2013) [pdf][eprint]
[55]
Guillaume Duclos-Cianci and David Poulin, Kitaev’s Z_d-Codes Threshold Estimates, (2013) [pdf][eprint]
[54]
Landon-Cardinal, Olivier and Poulin, David, Local topological order inhibits thermal stability in 2D, Phys. Rev. Lett.110, 090502 (2013) [pdf][eprint]
2012
[53]
Brown, Winton and Poulin, David, Quantum Markov Networks and Commuting Hamiltonians, (2012) [pdf][eprint]
[52]
Emilie Pelchat and David Poulin, Degenerate Viterbi decoding, (2012) [pdf][eprint]
[51]
Ferris, Andrew J. and Poulin, David, Algorithms for the Markov Entropy Decomposition, (2012) [pdf][eprint]
[50]
Gabrielle Denhez and Alexandre Blais and David Poulin, Quantum error correction benchmarks for continuous weak parity measurements, Phys. Rev. A86, 032318 (2012) [pdf][eprint]
[49]
Hector Bombin and Guillaume Duclos-Cianci and David Poulin, Universal topological phase of 2D stabilizer codes, New J. Phys.14, 073048 (2012) [pdf][eprint]
[48]
Olivier Landon-Cardinal and David Poulin, Practical learning method for multi-scale entangled states, New J. Phys.14, 085004 (2012) [pdf][eprint]
[47]
S. Bravyi and G. Duclos-Cianci and D. Poulin and M. Suchara, Subsystem surface codes with three-qubit check operators, (2012) [pdf][eprint]
2011
[46]
David Poulin and Angie Quarry and Rolando D. Somma and Frank Verstraete, Quantum simulation of time-dependent Hamiltonians and the convenient illusion of Hilbert space, Phys. Rev. Lett.106, 170501 (2011) [pdf][eprint]
[45]
David Poulin and Matthew B. Hastings, Markov entropy decomposition: a variational dual for quantum belief propagation, Phys. Rev. Lett106, 080403 (2011) [pdf][eprint]
[44]
K. Temme and T.J. Osborne and K. Vollbrecht and David Poulin and F. Verstraete, Quantum Metropolis Sampling, Nature471, 87 (2011) [pdf][eprint]
[43]
Marcus P. da Silva and Olivier Landon-Cardinal and David Poulin, Practical characterization of quantum devices without tomography, Phys. Rev. Lett.107, 210404 (2011) [pdf][eprint]
2010
[42]
David Poulin, Lieb-Robinson bound and locality for general Markovian quantum dynamics, Phys. Rev. Lett.104, 190401 (2010) [pdf][eprint]
[41]
E. Bilgin and David Poulin, Coarse grained belief propagation for simulation of interacting quantum systems at all temperatures, Phys. Rev. B81, 054106 (2010) [pdf][eprint]
[40]
Guillaume Duclos-Cianci and David Poulin, Fast decoders for topological quantum codes, Phys. Rev. Lett.104, 050504 (2010) [pdf][eprint]
[39]
Guillaume Duclos-Cianci and David Poulin, A renormalization group decoding algorithm for topological quantum codes, IEEE Information Theory Workshop, (2010) [pdf][eprint]
[38]
M. Cramer and M.B. Plenio and S.T. Flammia and R. Somma and D. Gross and S.D. Bartlett and O. Landon-Cardinal and D. Poulin and Y.-K. Liu, Efficient quantum state tomography, Nature Comm.1, 149 (2010) [pdf][eprint]
[37]
R. Blume-Kohout and H.K. Ng and D. Poulin and L. Viola, Information preserving structures: a general framework for quantum zero-error information, Phys. Rev. A82, 062306 (2010) [pdf][eprint]
[36]
S. Bravyi and D. Poulin and B.M. Terhal, Tradeoffs for reliable quantum information storage in 2D systems, Quantum Cryptography and Computing, 125 (2010) [pdf]
[35]
S. Bravyi and David Poulin and B.M. Terhal, Tradeoffs for reliable quantum information storage in 2D systems, Phys. Rev. Lett.104, 050503 (2010) [pdf][eprint]
2009
[34]
D. Poulin and J.-P. Tillich and H. Ollivier, Quantum serial turbo-codes, IEEE Trans. Info. Theor.55, 2776 (2009) [pdf][eprint]
[33]
David Poulin and Pawel Wocjan, Sampling from the quantum Gibbs state and evaluating partition functions with a quantum computer, Phys. Rev. Lett.103, 220502 (2009) [pdf][eprint]
[32]
David Poulin and Pawel Wocjan, Preparing ground states of quantum many-body systems on a quantum computer, Phys. Rev. Lett.102, 130503 (2009) [pdf][eprint]
2008
[31]
D. Poulin and E. Bilgin, Belief propagation algorithm for computing correlation functions in finite-temperature quantum many-body systems on loopy graphs, Phys. Rev. A77, 052318 (2008) [pdf][eprint]
[30]
D. Poulin and Y. Chung, On the iterative decoding of sparse quantum codes, Quant. Info. and Comp.8, 986 (2008) [pdf][eprint]
[29]
David Poulin and Jean-Pierre Tillich and Harold Ollivier, Quantum serial turbo-codes, ISIT’08, (2008) [pdf]
[28]
F. Girelli and D. Poulin, Quantum reference frames and deformed symmetries, Phys. Rev. D77, 104012 (2008) [pdf][eprint]
[27]
M.S. Leifer and D. Poulin, Quantum graphical models and belief propagation, Ann. Phys.323, 1899 (2008) [pdf][eprint]
[26]
R. Blume-Kohout and H.K. Ng and D. Poulin and L. Viola, The structure of preserved information in quantum processes, Phys. Rev. Lett.100, 030501 (2008) [pdf][eprint]
2007
[25]
D. Poulin and J. Yard, Dynamics of a Quantum Reference Frame, New J. Phys.9, 156 (2007) [pdf][eprint]
[24]
F. Girelli and D. Poulin, Deformed symmetries from quantum relational observables, J. of Phys.: Conf. Series, 12th Conference on Recent Developments in Gravity68, (2007) [pdf]
[23]
Nielsen, M. A. and Poulin, D., Algebraic and information-theoretic conditions for operator quantum error-correction, Phys. Rev. A75, 064304 (2007) [pdf][eprint]
2006
[22]
D. Poulin, Optimal and Efficient Decoding of Concatenated Quantum Block Codes, Phys. Rev. A74, 052333 (2006) [pdf][eprint]
[21]
David Poulin, Toy model for a relational formulation of quantum theory, Int. J. of Theor. Phys.45, 1229 (2006) [pdf][eprint]
[20]
Kribs, D. W. and Laflamme, R. and Poulin, D. and Lesosky, M., Operator quantum error correction, Quant. Info. and Comp.6, 382 (2006) [pdf][eprint]
[19]
Milburn, G. J. and Poulin, D., Relational time for systems of oscillators, Int. J. Quant. Info.4, 151 (2006) [pdf][eprint]
2005
[18]
C. A. Ryan and J. Emerson and D. Poulin and C. Negrevergne and R. Laflamme, Characterization of Complex Quantum Dynamics with a Scalable NMR Information Processor, Phys. Rev. Lett.95, 250502 (2005) [pdf][url]
[17]
David Poulin and Hugo Touchette, Comment on ``Some non-conventional idesa about algorithmic complexity", (2005) [pdf][eprint]
[16]
Kribs, D. and Laflamme, R. and Poulin, D., A Unified and Generalized Approach to Quantum Error Correction, Phys. Rev. Lett.94, 180501 (2005) [pdf][eprint]
[15]
Ollivier, H. and Poulin, D. and Zurek, W. H., Environment as a Witness: Selective Proliferation of Information and Emergence of Objectivity, Phys. Rev. A72, 042113 (2005) [pdf][url][eprint]
[14]
Poulin, D., Macroscopic Observables, Phys. Rev. A71, 22102 (2005) [pdf][eprint]
[13]
Poulin, D., Stabilizer formalism for operator quantum error correction, Phys. Rev. Lett.95, 230504 (2005) [pdf][eprint]
2004
[12]
Boileau, J.-C. and Gottesman, D. and Laflamme, R. and Poulin, D. and Spekkens, R. W., Robust Polarization-Based Quantum Key Distribution over a Collective-Noise Channel, Phys. Rev. Lett.92, 017901 (2004) [pdf][eprint]
[11]
Emerson, J. and Lloyd, S. and Poulin, D. and Cory, D., Estimation of the Local Density of States on a Quantum Computer, Phys. Rev. A69, 050305 (2004) [pdf][eprint]
[10]
Holbrook, J. A. and Kribs, D. W. and Laflamme, R. and Poulin, D., Noiseless subsystems for collective rotation channels in quantum information theory, Integ. Eqs. & Oper. Theo. (2004) [pdf][eprint]
[9]
Ollivier, H. and Poulin, D. and Zurek, W. H., Objective properties from subjective quantum states: Environment as a witness, Phys. Rev. Lett.93, 220401 (2004) [pdf][eprint]
[8]
Poulin, D. and Blume-Kohout, R. and Laflamme, R. and Ollivier, H., Exponential Speedup with a Single Bit of Quantum Information: Measuring the Average Fidelity Decay, Phys. Rev. Lett.92, 177906 (2004) [pdf][eprint]
2003
[7]
B. Kyung and J.S. Landry and D. Poulin and A.-M.S. Tremblay, Comment on ’Absence of a Slater Transition in the Two-Dimensional Hubbard Model’, Phys. Rev. Lett90, 099702 (2003) [pdf][eprint]
[6]
Poulin, D. and Blume-Kohout, R., Compatibility of quantum states, Phys. Rev. A67, 010101(R) (2003) [pdf]
[5]
Poulin, D. and Laflamme, R. and Milburn, G. J. and Paz, J.-P., Testing Intergrability with a single bit of quantum information, Phys. Rev. A68, 022302 (2003) [pdf][eprint]
2002
[4]
David Poulin, A rough guide to quantum chaos, (2002) [pdf]
2001
[3]
Poulin, D., Classicality of Quantum Information Processing, Phys. Rev. A65, 42319 (2001) [pdf][eprint]
2000
[2]
Hugo Touchette and David Poulin, Aspects numériques des simulations du modèle de Hubbard --- Momte Carlo quantique et méthode d’entropie maximum, (2000) [pdf]
[1]
S. Moukouri, S. Allen, F. Lemay and B. Kyung and D. Poulin and Y. M. Vilk and and A.-M. S. Tremblay, Many-body theory versus simulations for the pseudogap in the Hubbard model, Phys. Rev. B61, 7887 (2000) [pdf][eprint]