Journal Papers

2014

  1. Damski, B. and Rams, M. M. Exact results for fidelity susceptibility of the quantum Ising model: the interplay between parity, system size, and magnetic field. In Journal of Physics A: Mathematical and Theoretical, 47 (2): 025303, 2014. doi.. 

2013

  1. Pizorn, I., Verstraete, F. and Konik, R. M. Tree tensor networks and entanglement spectra. In PHYSICAL REVIEW B, 88 (19), 2013. doi.. 
  2. K., Van A., Marien, M. and Verstraete, F. Entanglement Rates and Area Laws. In PHYSICAL REVIEW LETTERS, 111 (17), 2013. doi.. 
  3. Milsted, A., Haegeman, J. and Osborne, T. J. a. V. F. Variational matrix product ansatz for nonuniform dynamics in the thermodynamic limit. In PHYSICAL REVIEW B, 88 (15), 2013. doi.. 
  4. Schwarz, M., Temme, K., Verstraete, F. a. P. D. and Cubitt, T. S. Preparing topological projected entangled pair states on a quantum computer. In PHYSICAL REVIEW A, 88 (3), 2013. doi.. 
  5. Haegeman, J., Cirac, J. I. and Osborne, T. J. a. V. F. Calculus of continuous matrix product states. In PHYSICAL REVIEW B, 88 (8), 2013. doi.. 
  6. Haegeman, J., Osborne, T. J. and Verstraete, F. Post-matrix product state methods: To tangent space and beyond. In PHYSICAL REVIEW B, 88 (7), 2013. doi.. 
  7. Haegeman, J., Michalakis, S., Nachtergaele, B. a. O. T. J., Schuch, N. and Verstraete, F. Elementary Excitations in Gapped Quantum Spin Systems. In PHYSICAL REVIEW LETTERS, 111 (8), 2013. doi.. 
  8. Wang, L., Poilblanc, D., Gu, Z., Wen, X. and Verstraete, F. Constructing a Gapless Spin-Liquid State for the Spin-1/2 J(1)-J(2) Heisenberg Model on a Square Lattice. In PHYSICAL REVIEW LETTERS, 111 (3), 2013. doi.. 
  9. Draxler, D., Haegeman, J., Osborne, T. J., Stojevic, V., Vanderstraeten, L. and Verstraete, F. Particles, Holes, and Solitons: A Matrix Product State Approach. In PHYSICAL REVIEW LETTERS, 111 (2), 2013. doi.. 
  10. Haegeman, J., Osborne, T. J. and Verschelde, H. a. V. F. Entanglement Renormalization for Quantum Fields in Real Space. In PHYSICAL REVIEW LETTERS, 110 (10), 2013. doi.. 

2012

  1. Pirvu, B., Vidal, G., Verstraete, F. and Tagliacozzo, L. Matrix product states for critical spin chains: Finite-size versus finite-entanglement scaling. In PHYSICAL REVIEW B, 86 (7), 2012. doi.. 
  2. Murg, V., Korepin, V. E. and Verstraete, F. Algebraic Bethe ansatz and tensor networks. In PHYSICAL REVIEW B, 86 (4), 2012. doi.. 
  3. Temme, K., Wolf, M. M. and Verstraete, F. Stochastic exclusion processes versus coherent transport. In NEW JOURNAL OF PHYSICS, 14, 2012. doi.. 
  4. Haegeman, J., Pirvu, B., Weir, D. J., Cirac, I., Osborne, T. J., Verschelde, H. and Verstraete, F. Variational matrix product ansatz for dispersion relations. In PHYSICAL REVIEW B, 85 (10), 2012. doi.. 
  5. Schwarz, M., Temme, K. and Verstraete, F. Preparing Projected Entangled Pair States on a Quantum Computer. In PHYSICAL REVIEW LETTERS, 108 (11), 2012. doi.. 
  6. Pizorn, I. and Verstraete, F. Variational Numerical Renormalization Group: Bridging the Gap between NRG and Density Matrix Renormalization Group. In PHYSICAL REVIEW LETTERS, 108 (6), 2012. doi.. 
  7. Pirvu, B., Haegeman, J. and Verstraete, F. Matrix product state based algorithm for determining dispersion relations of quantum spin chains with periodic boundary conditions. In PHYSICAL REVIEW B, 85 (3), 2012. doi.. 

2011

  1. Haegeman, J., Cirac, J. I., Osborne, T. J., Pizorn, I., Verschelde, H. and Verstraete, F. Time-Dependent Variational Principle for Quantum Lattices. In PHYSICAL REVIEW LETTERS, 107 (7), 2011. doi.. 
  2. Cirac, J. I., Poilblanc, D. and Schuch, N. a. V. F. Entanglement spectrum and boundary theories with projected entangled-pair states. In PHYSICAL REVIEW B, 83 (24), 2011. doi.. 
  3. Pizorn, I., Wang, L. and Verstraete, F. Time evolution of projected entangled pair states in the single-layer picture. In PHYSICAL REVIEW A, 83 (5), 2011. doi.. 
  4. Poulin, D., Qarry, A., Somma, R. and Verstraete, F. Quantum Simulation of Time-Dependent Hamiltonians and the Convenient Illusion of Hilbert Space. In PHYSICAL REVIEW LETTERS, 106 (17), 2011. doi.. 
  5. Wang, L., Pizorn, I. and Verstraete, F. Monte Carlo simulation with tensor network states. In PHYSICAL REVIEW B, 83 (13), 2011. doi.. 
  6. Pirvu, B., Verstraete, F. and Vidal, G. Exploiting translational invariance in matrix product state simulations of spin chains with periodic boundary conditions. In PHYSICAL REVIEW B, 83 (12), 2011. doi.. 

2010

  1. Osborne, T. J., Eisert, J. and Verstraete, F. Holographic Quantum States. In PHYSICAL REVIEW LETTERS, 105 (26), 2010. doi.. 
  2. Haegeman, J., Cirac, I., Osborne, T. J. a. V. H. and Verstraete, F. Applying the Variational Principle to (1+1)-Dimensional Quantum Field Theories. In PHYSICAL REVIEW LETTERS, 105 (25), 2010. doi.. 
  3. Murg, V., Verstraete, F., Legeza, Oe. and Noack, R. M. Simulating strongly correlated quantum systems with tree tensor networks. In PHYSICAL REVIEW B, 82 (20), 2010. doi.. 
  4. Marti, K. H., Bauer, B., Reiher, M., Troyer, M. and Verstraete, F. Complete-graph tensor network states: a new fermionic wave function ansatz for molecules. In NEW JOURNAL OF PHYSICS, 12, 2010. doi.. 
  5. Pizorn, I. and Verstraete, F. Fermionic implementation of projected entangled pair states algorithm. In PHYSICAL REVIEW B, 81 (24), 2010. doi.. 
  6. Temme, K. and Verstraete, F. Stochastic Matrix Product States. In PHYSICAL REVIEW LETTERS, 104 (21), 2010. doi.. 
  7. Verstraete, F. and Cirac, J. I. Continuous Matrix Product States for Quantum Fields. In PHYSICAL REVIEW LETTERS, 104 (19), 2010. doi.. 
  8. Kraus, C. V., Schuch, N., Verstraete, F. and Cirac, J. I. Fermionic projected entangled pair states. In PHYSICAL REVIEW A, 81 (5), 2010. doi.. 
  9. Pirvu, B., Murg, V., Cirac, J. I. and Verstraete, F. Matrix product operator representations. In NEW JOURNAL OF PHYSICS, 12, 2010. doi.. 
  10. Corboz, P., Evenbly, G., Verstraete, F. and Vidal, G. Simulation of interacting fermions with entanglement renormalization. In PHYSICAL REVIEW A, 81 (1), 2010. doi.. 

2009

  1. Cirac, J. I. and Verstraete, F. Renormalization and tensor product states in spin chains and lattices. In JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL, 42 (50), 2009. doi.. 
  2. Schuch, N. and Verstraete, F. Computational complexity of interacting electrons and fundamental limitations of density functional theory. In NATURE PHYSICS, 5 (10): 732-735, 2009. doi.. 
  3. Weichselbaum, A., Verstraete, F., Schollwoeck, U., Cirac, J. I. and J., von D. Variational matrix-product-state approach to quantum impurity models. In PHYSICAL REVIEW B, 80 (16), 2009. doi.. 
  4. Verstraete, F., Wolf, M. M. and Cirac, J. I. Quantum computation and quantum-state engineering driven by dissipation. In NATURE PHYSICS, 5 (9): 633-636, 2009. doi.. 
  5. Banuls, M. C., Hastings, M. B., Verstraete, F. and Cirac, J. I. Matrix Product States for Dynamical Simulation of Infinite Chains. In PHYSICAL REVIEW LETTERS, 102 (24), 2009. doi.. 
  6. Murg, V., Verstraete, F. and Cirac, J. I. Exploring frustrated spin systems using projected entangled pair states. In PHYSICAL REVIEW B, 79 (19), 2009. doi.. 
  7. Verstraete, F., Cirac, J. I. and Latorre, J. I. Quantum circuits for strongly correlated quantum systems. In PHYSICAL REVIEW A, 79 (3), 2009. doi.. 
  8. Huebener, R., Kruszynska, C., Hartmann, L., Duer, W. a. V. F., Eisert, J. and Plenio, M. B. Renormalization algorithm with graph enhancement. In PHYSICAL REVIEW A, 79 (2), 2009. doi.. 

2008

  1. Aguado, M., Brennen, G. K., Verstraete, F. and Cirac, J. I. Creation, Manipulation, and Detection of Abelian and Non-Abelian Anyons in Optical Lattices. In PHYSICAL REVIEW LETTERS, 101 (26), 2008. doi.. 
  2. Jordan, J., Orus, R., Vidal, G., Verstraete, F. and Cirac, J. I. Classical Simulation of Infinite-Size Quantum Lattice Systems in Two Spatial Dimensions. In PHYSICAL REVIEW LETTERS, 101 (25), 2008. doi.. 
  3. Perseguers, S., Jiang, L., Schuch, N., Verstraete, F. a. L. M. D., Cirac, J. I. and Vollbrecht, K. G. H. One-shot entanglement generation over long distances in noisy quantum networks. In PHYSICAL REVIEW A, 78 (6), 2008. doi.. 
  4. Schuch, N., Cirac, I. and Verstraete, F. Computational difficulty of finding matrix product ground states. In PHYSICAL REVIEW LETTERS, 100 (25), 2008. doi.. 
  5. Banuls, M. C., Perez-Garcia, D., Wolf, M. M., Verstraete, F. and Cirac, J. I. Sequentially generated states for the study of two-dimensional systems. In PHYSICAL REVIEW A, 77 (5, A), 2008. doi.. 
  6. Perez-Garcia, D., Wolf, M. M., Sanz, M. and Verstraete, F. a. C. J. I. String order and symmetries in quantum spin lattices. In PHYSICAL REVIEW LETTERS, 100 (16), 2008. doi.. 
  7. Wolf, M. M., Verstraete, F. and Hastings, M. B. a. C. J. I. Area laws in quantum systems: Mutual information and correlations. In PHYSICAL REVIEW LETTERS, 100 (7), 2008. doi.. 
  8. Schuch, N., Wolf, M. M., Verstraete, F. and Cirac, J. I. Simulation of quantum many-body systems with strings of operators and Monte Carlo tensor contractions. In PHYSICAL REVIEW LETTERS, 100 (4), 2008. doi.. 
  9. Schuch, N., Wolf, M. M., Verstraete, F. and Cirac, J. I. Entropy scaling and simulability by matrix product states. In PHYSICAL REVIEW LETTERS, 100 (3), 2008. doi.. 
  10. Verstraete, F., Murg, V. and Cirac, J. I. Matrix product states, projected entangled pair states, and variational renormalization group methods for quantum spin systems. In ADVANCES IN PHYSICS, 57 (2): 143-224, 2008. doi.. 

2007

  1. Audenaert, K. M. R., Calsamiglia, J., Munoz-Tapia, R., Bagan, E., Masanes, Ll., Acin, A. and Verstraete, F. Discriminating states: The quantum Chernoff bound. In PHYSICAL REVIEW LETTERS, 98 (16), 2007. doi.. 
  2. Schuch, N., Wolf, M. M., Verstraete, F. and Cirac, J. I. Computational complexity of projected entangled pair states. In PHYSICAL REVIEW LETTERS, 98 (14), 2007. doi.. 
  3. Liu, Y., Christandl, M. and Verstraete, F. Quantum computational complexity of the N-representability problem: QMA complete. In PHYSICAL REVIEW LETTERS, 98 (11), 2007. doi.. 
  4. Murg, V., Verstraete, F. and Cirac, J. I. Variational study of hard-core bosons in a two-dimensional optical lattice using projected entangled pair states. In PHYSICAL REVIEW A, 75 (3), 2007. doi.. 

2006

  1. Verstraete, F., Wolf, M., Perez-Garcia, D. and Cirac, J. I. Projected entangled states: Properties and applications. In INTERNATIONAL JOURNAL OF MODERN PHYSICS B, 20 (30-31, SI): 5142-5153, 2006. doi.. 
  2. Wolf, M. M., Ortiz, G., Verstraete, F. and Cirac, J. I. Quantum phase transitions in matrix product systems. In PHYSICAL REVIEW LETTERS, 97 (11), 2006. doi.. 
  3. Anders, S., Plenio, M. B., Duer, W. and Verstraete, F. a. B. H. -J. Ground-state approximation for strongly interacting spin systems in arbitrary spatial dimension. In PHYSICAL REVIEW LETTERS, 97 (10), 2006. doi.. 
  4. Bravyi, S., Hastings, M. B. and Verstraete, F. Lieb-robinson bounds and the generation of correlations and topological quantum order. In PHYSICAL REVIEW LETTERS, 97 (5), 2006. doi.. 
  5. Osborne, T. J. and Verstraete, F. General monogamy inequality for bipartite qubit entanglement. In PHYSICAL REVIEW LETTERS, 96 (22), 2006. doi.. 
  6. Verstraete, F., Wolf, M. M., Perez-Garcia, D. and Cirac, J. I. Criticality, the area law, and the computational power of projected entangled pair states. In PHYSICAL REVIEW LETTERS, 96 (22), 2006. doi.. 
  7. Verstraete, F and Cirac, JI. Matrix product states represent ground states faithfully. In PHYSICAL REVIEW B, 73 (9), 2006. doi.. 
  8. Popp, M, Verstraete, F, Martin-Delgado, MA and Cirac, I. Numerical computation of localizable entanglement in spin chains. In APPLIED PHYSICS B-LASERS AND OPTICS, 82 (2): 225-235, 2006. doi.. 
  9. Porras, D, Verstraete, F and Cirac, JI. Renormalization algorithm for the calculation of spectra of interacting quantum systems. In PHYSICAL REVIEW B, 73 (1), 2006. doi.. 

2005

  1. Smolin, JA, Verstraete, F and Winter, A. Entanglement of assistance and multipartite state distillation. In PHYSICAL REVIEW A, 72 (5), 2005. doi.. 
  2. Paredes, B, Verstraete, F and Cirac, JI. Exploiting quantum parallelism to simulate quantum random many-body systems. In PHYSICAL REVIEW LETTERS, 95 (14), 2005. doi.. 
  3. Schon, C, Solano, E, Verstraete, F, Cirac, JI and Wolf, MM. Sequential generation of entangled multiqubit states. In PHYSICAL REVIEW LETTERS, 95 (11), 2005. doi.. 
  4. Murg, V, Verstraete, F and Cirac, JI. Efficient evaluation of partition functions of inhomogeneous many-body spin systems. In PHYSICAL REVIEW LETTERS, 95 (5), 2005. doi.. 
  5. Vollbrecht, K. and Verstraete, F. Interpolation of recurrence and hashing entanglement distillation protocols. In PHYSICAL REVIEW A, 71 (6), 2005. doi.. 
  6. Cubitt, TS, Verstraete, F and Cirac, JI. Entanglement flow in multipartite systems. In PHYSICAL REVIEW A, 71 (5), 2005. doi.. 
  7. Verstraete, F, Cirac, JI, Latorre, JI, Rico, E and Wolf, MM. Renormalization-group transformations on quantum states. In PHYSICAL REVIEW LETTERS, 94 (14), 2005. doi.. 
  8. Popp, M, Verstraete, F, Martin-Delgado, MA and Cirac, JI. Localizable entanglement. In PHYSICAL REVIEW A, 71 (4), 2005. doi.. 

2004

  1. Verstraete, F and Cirac, JI. Valence-bond states for quantum computation. In PHYSICAL REVIEW A, 70 (6), 2004. doi.. 
  2. Verstraete, F, Porras, D and Cirac, JI. Density matrix renormalization group and periodic boundary conditions: A quantum information perspective. In PHYSICAL REVIEW LETTERS, 93 (22), 2004. doi.. 
  3. Verstraete, F, Garcia-Ripoll, JJ and Cirac, JI. Matrix product density operators: Simulation of finite-temperature and dissipative systems. In PHYSICAL REVIEW LETTERS, 93 (20), 2004. doi.. 
  4. Schuch, N, Verstraete, F and Cirac, JI. Quantum entanglement theory in the presence of superselection rules. In PHYSICAL REVIEW A, 70 (4), 2004. doi.. 
  5. Schuch, N, Verstraete, F and Cirac, JI. Nonlocal resources in the presence of superselection rules. In PHYSICAL REVIEW LETTERS, 92 (8), 2004. doi.. 
  6. Verstraete, F, Martin-Delgado, MA and Cirac, JI. Diverging entanglement length in gapped quantum spin systems. In PHYSICAL REVIEW LETTERS, 92 (8), 2004. doi.. 
  7. Wolf, MM, Verstraete, F and Cirac, JI. Entanglement frustration for Gaussian states on symmetric graphs. In PHYSICAL REVIEW LETTERS, 92 (8), 2004. doi.. 
  8. Verstraete, F, Popp, M and Cirac, JI. Entanglement versus correlations in spin systems. In PHYSICAL REVIEW LETTERS, 92 (2), 2004. doi.. 
  9. Miyake, A and Verstraete, F. Multipartite entanglement in 2X2Xn quantum systems. In PHYSICAL REVIEW A, 69 (1), 2004. doi.. 

2003

  1. Cubitt, TS, Verstraete, F, Dur, W and Cirac, JI. Separable states can be used to distribute entanglement. In PHYSICAL REVIEW LETTERS, 91 (3), 2003. doi.. 
  2. Verstraete, F and Cirac, JI. Quantum nonlocality in the presence of superselection rules and data hiding protocols. In PHYSICAL REVIEW LETTERS, 91 (1), 2003. doi.. 
  3. Verstraete, F, Dehaene, J and B, De M. Normal forms and entanglement measures for multipartite quantum states. In PHYSICAL REVIEW A, 68 (1), 2003. doi.. 
  4. Verstraete, F and Verschelde, H. Optimal teleportation with a mixed state of two qubits. In PHYSICAL REVIEW LETTERS, 90 (9), 2003. doi.. 
  5. Dehaene, J, M, Van d. N., B, De M. and Verstraete, F. Local permutations of products of Bell states and entanglement distillation. In PHYSICAL REVIEW A, 67 (2), 2003. doi.. 
  6. Wei, TC, Nemoto, K, Goldbart, PM, Kwiat, PG and Munro, WJ a. V. F. Maximal entanglement versus entropy for mixed quantum states. In PHYSICAL REVIEW A, 67 (2), 2003. doi.. 

2002

  1. Verstraete, F and Wolf, MM. Entanglement versus Bell violations and their behavior under local filtering operations. In PHYSICAL REVIEW LETTERS, 89 (17), 2002. doi.. 
  2. Verstraete, F and Verschelde, H. Fidelity of mixed states of two qubits. In PHYSICAL REVIEW A, 66 (2), 2002. doi.. 
  3. Verstraete, F, Dehaene, J and B, De M. On the geometry of entangled states. In JOURNAL OF MODERN OPTICS, 49 (8): 1277-1287, 2002. doi.. 
  4. Verstraete, F, Dehaene, J, B, De M. and Verschelde, H. Four qubits can be entangled in nine different ways. In PHYSICAL REVIEW A, 65 (5, A), 2002. doi.. 
  5. Verstraete, F, Dehaene, J and B, De M. Lorentz singular-value decomposition and its applications to pure states of three qubits. In PHYSICAL REVIEW A, 65 (3, A), 2002. doi.. 

2001

  1. Verstraete, F, Audenaert, K, Dehaene, J and B, De M. A comparison of the entanglement measures negativity and concurrence. In JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL, 34 (47): 10327-10332, 2001. doi.. 
  2. Audenaert, K, Verstraete, F and B, De M. Variational characterizations of separability and entanglement of formation. In PHYSICAL REVIEW A, 64 (5), 2001. doi.. 
  3. Verstraete, F, Doherty, AC and Mabuchi, H. Sensitivity optimization in quantum parameter estimation. In PHYSICAL REVIEW A, 64 (3), 2001. doi.. 
  4. Verstraete, F, Dehaene, J and DeMoor, B. Local filtering operations on two qubits. In PHYSICAL REVIEW A, 64 (1), 2001. doi.. 
  5. Verstraete, F, Audenaert, K and B, De M. Maximally entangled mixed states of two qubits. In PHYSICAL REVIEW A, 64 (1), 2001. doi.. 

Conference Papers

2006

  1. Verstraete, F., Wolf, M., Perez-Garcia, D. and Cirac, J. I. Projected entangled states: Properties and applications. In RECENT PROGRESS IN MANY-BODY THEORIES, PROCEEDINGS, pages 178-189, 2006. doi.. 

2004

  1. Verstraete, F, Schuch, N and Cirac, JI. Nonlocality in the presence of superselection rules. In FLUCTUATIONS AND NOISE IN PHOTONICS AND QUANTUM OPTICS II, pages 93-99, 2004. doi.. 

2003

  1. Wei, TC, Nemoto, K, Goldbart, PM, Kwiat, PG and Munro, WJ a. V. F. Two-qubit mixed states and the entanglement-entropy frontier. In QUANTUM COMMUNICATION, MEASUREMENT AND COMPUTING, PROCEEDINGS, pages 37-40, 2003.