Time-dependent variational principle for quantum lattices J Haegeman, JI Cirac, TJ Osborne, I Pižorn, H Verschelde, F Verstraete Physical review letters 107 (7), 070601, 2011 | 758 | 2011 |

Unifying time evolution and optimization with matrix product states J Haegeman, C Lubich, I Oseledets, B Vandereycken, F Verstraete Physical Review B 94 (16), 165116, 2016 | 657 | 2016 |

Entanglement renormalization for quantum fields in real space J Haegeman, TJ Osborne, H Verschelde, F Verstraete Physical review letters 110 (10), 100402, 2013 | 275 | 2013 |

Post-matrix product state methods: To tangent space and beyond J Haegeman, TJ Osborne, F Verstraete Physical Review B 88 (7), 075133, 2013 | 250 | 2013 |

Variational optimization algorithms for uniform matrix product states V Zauner-Stauber, L Vanderstraeten, MT Fishman, F Verstraete, ... Physical Review B 97 (4), 045145, 2018 | 234 | 2018 |

Gradient methods for variational optimization of projected entangled-pair states L Vanderstraeten, J Haegeman, P Corboz, F Verstraete Physical Review B 94 (15), 155123, 2016 | 192 | 2016 |

Tangent-space methods for uniform matrix product states L Vanderstraeten, J Haegeman, F Verstraete SciPost Physics Lecture Notes, 007, 2019 | 181* | 2019 |

Matrix product states for gauge field theories B Buyens, J Haegeman, K Van Acoleyen, H Verschelde, F Verstraete Physical review letters 113 (9), 091601, 2014 | 163 | 2014 |

Gauging quantum states: from global to local symmetries in many-body systems J Haegeman, K Van Acoleyen, N Schuch, JI Cirac, F Verstraete Physical Review X 5 (1), 011024, 2015 | 155 | 2015 |

Variational matrix product ansatz for dispersion relations J Haegeman, B Pirvu, DJ Weir, JI Cirac, TJ Osborne, H Verschelde, ... Physical Review B 85 (10), 100408, 2012 | 154 | 2012 |

Anyons and matrix product operator algebras N Bultinck, M Mariën, DJ Williamson, MB Şahinoğlu, J Haegeman, ... Annals of physics 378, 183-233, 2017 | 135 | 2017 |

Diagonalizing transfer matrices and matrix product operators: A medley of exact and computational methods J Haegeman, F Verstraete Annual Review of Condensed Matter Physics 8, 355-406, 2017 | 118 | 2017 |

Fermionic matrix product states and one-dimensional topological phases N Bultinck, DJ Williamson, J Haegeman, F Verstraete Physical Review B 95 (7), 075108, 2017 | 111 | 2017 |

Faster methods for contracting infinite two-dimensional tensor networks MT Fishman, L Vanderstraeten, V Zauner-Stauber, J Haegeman, ... Physical Review B 98 (23), 235148, 2018 | 110 | 2018 |

Faster identification of optimal contraction sequences for tensor networks RNC Pfeifer, J Haegeman, F Verstraete Physical Review E 90 (3), 033315, 2014 | 110 | 2014 |

Elementary excitations in gapped quantum spin systems J Haegeman, S Michalakis, B Nachtergaele, TJ Osborne, N Schuch, ... Physical review letters 111 (8), 080401, 2013 | 109 | 2013 |

Matrix product states and variational methods applied to critical quantum field theory A Milsted, J Haegeman, TJ Osborne Physical Review D 88 (8), 085030, 2013 | 106 | 2013 |

Excitations and the tangent space of projected entangled-pair states L Vanderstraeten, M Mariën, F Verstraete, J Haegeman Physical Review B 92 (20), 201111, 2015 | 103 | 2015 |

Order parameter for symmetry-protected phases in one dimension J Haegeman, D Pérez-García, I Cirac, N Schuch Physical review letters 109 (5), 050402, 2012 | 101 | 2012 |

Real-time simulation of the Schwinger effect with matrix product states B Buyens, J Haegeman, F Hebenstreit, F Verstraete, K Van Acoleyen Physical Review D 96 (11), 114501, 2017 | 99 | 2017 |