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This is a list of articles and theses acknowledging the use of the xAct packages. If you have used the system and your document is not mentioned here, please let me know.

Articles on xAct packages

  1. arXiv:0704.1756 [cs.SC]: J. M. Martín-García, R. Portugal, L. Manssur, The Invar tensor package, Comp. Phys. Commun. 177 (2007) 640-648.
  2. arXiv:0802.1274 [cs.SC]: J. M. Martín-García, D. Yllanes, R. Portugal, The Invar tensor package: differential invariants of Riemann, Comp. Phys. Commun. 179 (2008) 586-590.
  3. arXiv:0803.0862 [cs.SC]: J. M. Martín-García, xPerm: fast index canonicalization for tensor computer algebra, Comp. Phys. Commun. 179 (2008) 597-603.
  4. arXiv:0807.0824 [gr-qc]: D. Brizuela, J. M. Martín-García, G. A. Mena Marugán, xPert: computer algebra for metric perturbation theory, Gen. Rel. Grav. 41 (2009) 2415--2431.
  5. arXiv:1110.2662 [gr-qc]: A. García-Parrado, J. M. Martín-García, Spinors: a Mathematica package for doing spinor calculus in General Relativity, Comp. Phys. Commun. 183 (2012) 2214--2225.
  6. arXiv:1302.6174 [astro-ph]: C. Pitrou, X. Roy, O. Umeh, xPand: an algorithm for perturbing homogeneous cosmologies.
  7. arXiv:1308.3493 [cs.SC]: T. Nutma, xTras: a field-theory inspired xAct package for Mathematica.
  8. arXiv:1705.06309 [gr-qc]: M. Levi, J. Steinhoff, EFTofPNG: a package for high precision computation with the Effective Field Theory of Post-Newtonian Gravity.
  9. arXiv:1904.10464 [cs.SC]: F. Torsello, bimEX: a Mathematica package for exact computations in 3+1 bimetric relativity.
  10. arXiv:2008.12422 [hep-th]: M. B. Fröb, FieldsX: an extension package for the xAct tensor computer algebra suite to include fermions, gauge fields and BRST cohomology.
  11. arXiv:2012.14984 [gr-qc]: M. Hohmann, xPPN: An implementation of the parametrized post-Newtonian formalism using xAct for Mathematica.
  12. arXiv:2206.00658 [gr-qc]: W. E. V. Barker, Supercomputers against strong coupling in gravity with curvature and torsion.
  13. arXiv:2210.02423 [gr-qc]: S. Aksteiner, T. Bäckdahl, A space-time calculus based on symmetric 2-spinors.

Articles with xAct

  1. arXiv:gr-qc/0403019: C. Gundlach, J. M. Martín-García, Symmetric hyperbolicity and consistent boundary conditions for second-order Einstein equations, Phys. Rev. D 70 (2004) 044032.

  1. arXiv:hep-th/0506161: M. B. Green, K. Peeters, C. Stahn, Superfield integrals in high dimensions, JHEP 0508 (2005) 093.
  2. arXiv:math.DG/0506148: A. García-Parrado, Bi-conformal vector fields and the local geometric characterization of conformally separable pseudo-Riemannanian manifolds II, Journal of Geometry and Physics 56 (2006) 1600-1622.

  1. arXiv:gr-qc/0604035: C. Gundlach, J. M. Martín-García, Well-posedness of formulations of the Einstein equations with dynamical lapse and shift conditions. Phys. Rev. D 74 (2006) 024016.
  2. arXiv:gr-qc/0607025: D. Brizuela, J. M. Martín-García, G. A. Mena Marugán, Second and higher-order perturbations of a spherical spacetime, Phys. Rev. D 74 (2006) 044039.
  3. arXiv:cs.SC/0608005: K. Peeters, A field-theory motivated approach to symbolic computer algebra, Comp. Phys. Commun. 176 (2007) 550-558.
  4. arXiv:gr-qc/0609100: A. García-Parrado, J. A. Valiente Kroon, Initial data sets for the Schwarzschild spacetime, Phys. Rev. D 75 (2007) 024027. See also these slides.

  1. arXiv:hep-th/0701238: K. Peeters, Introducing Cadabra: a symbolic computer algebra systema for field theory problems.
  2. arXiv:gr-qc/0703069: D. Brizuela, J. M. Martín-García, G. A. Mena Marugán, High-order gauge-invariant perturbations of a spherical spacetime, Phys. Rev. D 74 (2007) 024004.
  3. arXiv:0706.4383 [gr-qc]: C. Pitrou, Gauge-invariant Boltzmann equation and the fluid limit, Class. Quantum Grav. 24 (2007) 6127-6158.
  4. arXiv:0707.1475 [gr-qc]: A. García-Parrado, Dynamical laws of superenergy in General Relativity, Class. Quantum Grav. 25 (2008) 015006.
  5. arXiv:0712.3373 [gr-qc]: A. García-Parrado, J. A. Valiente Kroon, Killing spinor initial data sets, J. Geom. Phys. 58 (2008) 1186-1202.

  1. arXiv:0801.3596 [astro-ph]: C. Pitrou, T. S. Pereira, J.-P. Uzan, Predictions from an anisotropic inflationary era, JCAP 04 (2008) 004.
  2. arXiv:0802.1249 [gr-qc]: L. Blanchet, G. Faye, B. R. Iyer, S. Sinha, The third post-Newtonian gravitational wave polarisations and associated spherical harmonic modes for inspiralling compact binaries in quasi-circular orbits, Class. Quantum Grav. 25 (2008) 165003.
  3. arXiv:0805.3136 [gr-qc]: J. Steinhoff, G. Schäfer, S. Hergt, ADM canonical formalism for gravitating spinning objects, Phys. Rev. D 77 (2008) 104018.
  4. arXiv:0805.4505 [gr-qc]: A. García-Parrado, J. A. Valiente Kroon, Kerr initial data, Class. Quantum Grav. 25 (2008) 205018.
  5. arXiv:0807.0341 [astro-ph]: C. Pitrou, J.-P. Uzan, F. Bernardeau, Cosmic microwave background bispectrum on small angular scales, Phys. Rev. D 79 (2008) 063526.
  6. arXiv:0807.1293 [hep-th]: E. Álvarez, A. F. Faedo, J. J. López-Villarejo, Ultraviolet behavior of transverse gravity, JHEP 0810:023,2008, IFT-UAM-CSIC-08-31, Jul 2008.
  7. arXiv:0807.2309 [gr-qc]: P. T. Chruściel, J. Cortier, Maximal analytic extensions of the Emparan-Reall black ring.
  8. arXiv:0809.1383 [astro-ph]: E. Fenu, R. Durrer, Interactions of cosmological gravity waves and magnetic fields, Phys. Rev. D 79 (2009) 024021.
  9. arXiv:0809.3036 [gr-qc]: C. Pitrou, The radiative transfer at second order: a full treatment of the Boltzmann equation with polarization, Class. Quantum Grav. 26 (2009) 065006.
  10. arXiv:0810.4786 [gr-qc]. D. Brizuela, J. M. Martín-García, Hamiltonian theory for the axial perturbations of a dynamical spherical background, Class. Quantum Grav. 26 (2009) 015003.
  11. arXiv:0812.1232 [gr-qc]. S. B. Edgar, A. García-Parrado, J. M. Martín-García, Petrov D vacuum spaces revisited: Identities and Invariant Classification, Class. Quantum Grav. 26 (2009) 105022.

  1. arXiv:0901.0394 [gr-qc]: A. A. Coley, S. Hervik, G. Papadopoulous, N. Pelavas, Kundt spacetimes, Class. Quantum Grav. 26 (2009) 105016.
  2. arXiv:0901.1160 [hep-th]: F. Denef, S. A. Hartnoll, Landscape of superconducting membranes, Phys. Rev. D 79 (2009) 126008.
  3. arXiv:0901.1314 [gr-qc]: C. Deffayet, G. Esposito-Farese, A. Vikman, Covariant Galileon, Phys. Rev. D 79 (2009) 084003.
  4. arXiv:0902.1109 [gr-qc]: R. Richter, Strongly hyperbolic Hamiltonian systems in numerical relativity: Formulation and symplectic integration, Class. Quantum Grav. 26 (2009) 145017.
  5. arXiv:0903.1134 [gr-qc]: D. Brizuela, J. M. Martín-García, M. Tiglio, A complete gauge-invariant formalism for arbitrary second-order perturbations of a Schwarzschild black hole, Phys. Rev. D 80 (2009) 024021.
  6. arXiv:0905.2133 [gr-qc]: Y. Choquet-Bruhat, P. T. Chruściel, J. M. Martín-García, The light-cone theorem, Class. Quantum Grav. 26 (2009) 135011.
  7. arXiv:0905.2846 [gr-qc]: A. García-Parrado, J. M. Martín-García, Spinor calculus on 5-dimensional spacetimes, J. Math. Phys. 50 (2009) 122504.
  8. Y. Choquet-Bruhat, P. T. Chruściel, J. M. Martín-García, A property of light-cones in Einstein's gravity, C. R. Acad. Sci. Paris Ser I 347 (2009) 971--977.
  9. arXiv:0906.0005 [gr-qc]: A. C. Ottewill, B. Wardell, A transport equation approach to calculaltions of Green functions and HaMiDeW coefficients.
  10. arXiv:0910.1008 [gr-qc]: J. Steinhoff, H. Wang, Canonical formulation of gravitating spinning objects at 3.5PN, Phys. Rev. D 81 (2010) 024022.
  11. arXiv:0911.0802 [gr-qc]: P. T. Chruściel, J. Cortier, A. García-Parrado, On the global structure of the Pomeransky-Senkov black holes.

  1. arXiv:1001.4492 [gr-qc]: T. Bäckdahl, J. A. Valiente Kroon, A geometric invariant measuring the deviation from Kerr data, Phys. Rev. Lett 104 (2010) 231102.
  2. arXiv:1002.4119 [gr-qc]: D. Hilditch, R. Richter, Hyperbolic formulations of General Relativity with Hamiltonian structure.
  3. arXiv:1003.0390 [gr-qc]: T. J. Rothe, G. Schäfer, Binary spinning black hole Hamiltonian in canonical center-of-mass and rest-frame coordinates through higher post-Newtonian order, J. Math. Phys. 51 (2010) 082501.
  4. arXiv:1003.2735 [gr-qc]: M. Tessmer, J. Hartung, G. Schäfer, Motion and gravitational wave forms of eccentric compact binaries with orbital-angular-momentum-aligned spins under next-to-leading order in spin-orbit and leading order in spin(1)-spin(2) and spin-squared couplings Class. Quantum Grav. 27 (2010) 165005.
  5. arXiv:1005.0743 [gr-qc]: T. Bäckdahl, J. A. Valiente Kroon, On the construction of a geometric invariant measuring the deviation from Kerr data, Annales Henri Poincare 11 (2010) 1225.
  6. arXiv:1005.1427 [gr-qc]: J. Matyjasek, D. Tryniecki, K. Zwierzchowska, Vacuum polarization of the quantized massive scalar field in Reissner-Nordstrom spacetime, Phys. Rev. D 81 (2010) 124047.
  7. arXiv:1006.4467 [gr-qc]: Y. Choquet-Bruhat, P. T. Chruściel, J. M. Martín-García, The Cauchy problem on a characteristic cone for the Einstein equations in arbitrary dimensions.
  8. arXiv:1007.2892 [gr-qc]: T. Fülöp, P. Ván, Kinematics of finite elastic and plastic deformations, Mathematical Methods in the Applied Sciences 35 (2012) 1825-1841.
  9. arXiv:1007.3668 [hep-th]: P. T. Chruściel, Michal Eckstein, S. J. Szybka, On smoothness of black saturns, JHEP 11 (2010) 048.
  10. arXiv:1007.5278 [gr-qc]: C. Deffayet, S. Deser, G. Esposito-Farese, Arbitrary p-form Galileons, Phys. Rev. D 82 (2010) 061501 (R).
  11. arXiv:1009.4665 [gr-qc]: E. Pazos, D. Brizuela, J. M. Martín-García, M. Tiglio, Mode coupling of Schwarzschild perturbations: Rindgdown frequencies, Phys. Rev. D 82 (2010) 104028.
  12. arXiv:1009.5605 [gr-qc]. D. Brizuela, J. M. Martín-García, U. Sperhake, K. Kokkotas, High-order perturbations of a spherical collapsing star, Phys. Rev. D 82 (2010) 104039.
  13. arXiv:1010.0213 [gr-qc]: P. T. Chruściel, S. J. Szybka, Stable causality of the Pomeransky-Senkov black holes.
  14. arXiv:1011.0165 [gr-qc]: M. Dobrski, On some models of geometric noncommutative general relativiy.
  15. arXiv:1011.1179 [gr-qc]: J. Hartung, J. Steinhoff, Next-to-leading order spin-orbit and spin(a)-spin(b) Hamiltonians for n gravitating spinning compact objects, Phys. Rev. D 83 (2011) 044008.
  16. arXiv:1011.3712 [gr-qc]: T. Bäckdahl, J. A. Valiente Kroon, Approximate twistors and positive mass, Class. Quantum Grav. 28 (2011) 075010.
  17. arXiv:1011.3755 [gr-qc]: A. Youssef, Infrared behavior and gauge artifacts in de Sitter spacetime. I. The photon field, Phys. Rev. Lett 107 (2011) 021101.
  18. arXiv:1011.3959 [gr-qc]: O. Umeh, J. Larena, C. Clarkson, The Hubble rate in averaged cosmology, JCAP 03 (2011) 029.
  19. arXiv:1011.4903 [gr-qc]: A. Eftekharzadeh, J. D. Bates, A. Roura, P. R. Anderson, B. L. Hu, Noise kernel for a quantum field in Schwarzschild spacetime under the Gaussian approximation. See also Notebooks.
  20. arXiv:1011.4920 [gr-qc]: S. R. Green, R. M. Wald, A new framework for analyzing the effects of small scale inhomogeneities in cosmology, Phys. Rev. D 83 (2011) 084020.
  21. arXiv:1012.1835 [gr-qc]: C. Meusburger, T. Schoenfeld, Gauge fixing in (2+1)-gravity: Dirac bracket and spacetime geometry, Class. Quantum Grav. 28 (2011) 125008.
  22. arXiv:1012.3144 [gr-qc]: L. C. Stein, N. Yunes, Effective gravitational wave stress-energy tensor in alternative theories of gravity, Phys. Rev. D 83 (2011) 064038.
  23. arXiv:1012.5239 [gr-qc]: S. J. Szybka, On light propagation in Swiss-Cheese cosmologies, Phys. Rev. D 84 (2011) 044011.

  1. arXiv:1104.3079 [gr-qc]: J. Hartung, J. Steinhoff, Next-to-next-to-leading order post-Newtonian spin-orbit Hamiltonian for self-gravitating binaries, Annalen der Physik 523 (2011) 783-790.
  2. arXiv:1106.0502 [astro-ph]: C. Germani, Y. Watanabe, UV-protected (natural) inflation: primordial fluctuations and non-Gaussian features, JCAP 1107 (2011) 031.
  3. arXiv:1106.2540 [hep-th]: J.-F. Fortin, B. Grinstein, A. Stergiou, Scale without conformal invariance: an example, Phys. Lett B 704 (2011) 74-80.
  4. arXiv:1106.4203 [gr-qc]: J. Steinhoff, Canonical formulation of spin in General Relativity, Ann. Phys. (Berlin) 523 (2011) 296.
  5. arXiv:1107.3157 [hep-th]: S. Folkerts, A. Pritzel, N. Wintergerst, On ghosts in theories of self-interacting massive spin-2 particles.
  6. arXiv:1107.4294 [gr-qc]: J. Hartung, J. Steinhoff, Next-to-next-to-leading order post-Newtonian spin(1)-spin(2) Hamiltonian for self-gravitating binaries, Annalen der Physik 523 (2011) 919.
  7. arXiv:1107.5792 [hep-th]: R. Mann, R. McNees, Holographic renormalization for asymptotically Lifshitz spacetimes, JHEP 1110 (2011) 129.
  8. arXiv:1108.2423 [hep-th]: J.-P. Hsu, A model of unified quantum chromodynamics and Yang-Mills gravity, Chinese Physics C (201?) ???.
  9. arXiv:1110.5950 [gr-qc]: K. Yagi, L. C. Stein, N. Yunes, T. Tanaka, Post-Newtonian, quasi-circular binary inspirals in quadratic modified gravity.
  10. arXiv:1111.4691 [gr-qc]: C. Lübbe, J. A. Valiente Kroon, A conformal approach for the analysis of the non-linear stability of pure radiation cosmologies.
  11. arXiv:1111.6019 [gr-qc]: T. Bäckdahl, J. A. Valiente Kroon, Constructing "non-Kerness" on compact domains.
  12. arXiv:1112.2146 [hep-th]: A. Virmani, Supertranslations and holographic stress tensor.
  13. arXiv:1112.6355 [gr-qc]: B. Wardell, I. Vega, J. Thornburg, P. Diener, A generic effective source for scalar self-force calculations.

  1. arXiv:1201.6452 [hep-th]: S. Raju, Four point functions of the stress tensor and conserved currents in AdS_4/CFT_3.
  2. arXiv:1202.2712 [astro-ph]: E. Bellini, N. Bartolo, S. Matarrese, Spherical Collapse in covariant Galileon theory.
  3. arXiv:1202.3565 [gr-qc]: D. Bini, T. Damour, G. Faye, Effective action approach to higher-order relativistic tidal interactions in binary systems and their effective one body description.
  4. arXiv:1203.3189 [gr-qc]: S. E. Gralla, Second order gravitational self-force.
  5. arXiv:1203.5338 [hep-th]: T. Nutma, Polycritical gravities.
  6. arXiv:1203.5609 [math-ph]: C. Meusburger, T. Schoenfeld, Gauge fixing and clasical dynamical r-matrices in ISO(2,1)-Chern-Simons theory.
  7. arXiv:1203.6032 [gr-qc]: B. Mongwane, P. K. S. Dunsby, B. Osano, Cosmic electromagnetic fields due to perturbations in the gravitational field.
  8. arXiv:1204.0794 [gr-qc]: A. Heffernan, A Ottewill, B. Wardell, High-order expansions of the Detweiler-Whiting singular field in Schwarzschild spacetime.
  9. arXiv:1204.1043 [gr-qc]: G. Faye, S. Marsat, L. Blanchet, B. R. Iyer, The third and a half post-Newtonian gravitational wave quadrupole mode for quasi-circular inspiralling compact binaries.
  10. arXiv:1205.3926 [gr-qc]: J. Steinhoff, D. Puetzfeld, Influence of internal structure on the motion of test bodies in extreme mass ratio situations.
  11. arXiv:1205.4249 [hep-th]: C. Eling, A. Meyer, Y. Oz, Local entropy current in higher curvature gravity and Rindler hydrodynamics.
  12. arXiv:1206.3089 [hep-th]: E. A. Bergshoeff, S. de Haan, W. Merbis, J. Rosseel, T. Zojer, On three-dimensional tricritical gravity.
  13. arXiv:1206.6538 [gr-qc]: A. Pound, Nonlinear gravitational self-force. I. Field outside a small body.
  14. arXiv:1207.2109 [astro-ph]: O. Umeh, C. Clarkson, R. Maartens, Nonlinear relativistic corrections to cosmological distances, redshift and gravitational lensing magnification. I - Key results.
  15. arXiv:1207.6004 [gr-qc]: G. J. Olmo, D. Rubiera-García, Reissner-Nordström black holes in extended Palatini theories.
  16. arXiv:1208.1851 [hep-th]: A. Campoleoni, S. Fredenhagen, S. Pfenninger, S. Theisen, Towards metric-like higher-spin gauge theories in three dimensions.
  17. arXiv:1209.3424 [hep-th]: H. Elvang, T. M. Olson, RG flows in d dimensions, the dilaton effective action, and the a-theorem.
  18. arXiv:1209.4038 [hep-th]: N. Christiansen, D. F. Litim, J. M. Pawlowski, A. Rodigast, Fixed points and infrared completion of quantum gravity.
  19. arXiv:1209.6349 [gr-qc]: A. Buonanno, G. Faye, T. Hinderer, Spin effects on gravitational waves from inspiraling compact binaries at second post-Newtonian order.
  20. arXiv:1210.4143 [gr-qc]: S. Marsat, A. Bohé, G. Faye, L. Blanchet, Next-to-next-to-leading order spin-orbit effects in the equations of motion of compact binary systems.
  21. arXiv:1210.4503 [hep-th]: J.-P. Hsu, S. H. Kim, The S-matrix and graviton self-energy in quantum Yang-Mills gravity.
  22. arXiv:1211.6884 [gr-qc]: A. García-Parrado, J. M. M. Senovilla, A set of invariant quality factors measuring the deviation from the Kerr metric.
  23. arXiv:1212.4456 [gr-qc]: J. E. Cuchí, A. Gil-Rivero, A. Molina, E. Ruiz, An approximate global solution of Einstein's equation for a rotating compact source with linear equation of state.
  24. arXiv:1212.5520 [gr-qc]: A. Bohé, S. Marsat, G. Faye, L. Blanchet, Next-to-next-to-leading order spin-orbit effects in the near-zone metric and precession equations of compact binaries.
  25. arXiv:1212.5908 [gr-qc]: A. García-Parrado, On the characterization of non-degenerate foliations of pseudo-Riemannian manifolds with conformally flat leaves.

  1. arXiv:1301.5002 [hep-th]: C. P. Herzog, K.-W. Huang, Stress tensors from trace anomalies in conformal field theories.
  2. arXiv:1302.1918 [gr-qc]: K. Yagi, L. C. Stein, N. Yunes, T. Tanaka, Isolated and binary neutron stars in dynamical Chern-Simons gravity.
  3. arXiv:1302.2918 [hep-th]: F. Bonetti, T. W. Grimm, S. Hohenegger, One-loop Chern-Simons terms in five dimensions.
  4. arXiv:1302.6723 [gr-qc]: J. Hartung, J. Steinhoff, G. Schäfer, Next-to-next-to-leading order post-Newtonian linear-in-spin binary Hamiltonians.
  5. arXiv:1302.6956 [gr-qc]: J.-P. Hsu, Experimental tests on Yang-Mills gravity with accurate measurements of the deflection of light.
  6. arXiv:1303.1413 [hep-th]: F. Hassler, D. Lust, Non-commutative/non-associative IIA (IIB) Q- and R-branes and their intersections.
  7. arXiv:1303.1528 [gr-qc]: K. Yagi, N. Yunes, I-Love-Q relations in neutron stars and their applications to astrophysics, gravitational waves and fundamental physics.
  8. arXiv:1303.7412 [gr-qc]: A. Bohé, S. Marsat, L. Blanchet, Next-to-next-to-leading order spin-orbit effects in the gravitational wave flux and orbital phasing of compact binaries.
  9. arXiv:1304.0433 [physics.gen-ph]: P. L. Nash, Extra-dimensional bi-inflation.
  10. arXiv:1304.6712 [astro-ph]: J. Bloomfield, A simplified approach to general scalar-tensor theories.
  11. arXiv:1304.7941 [hep-th]: I. Fujisawa, R. Nakayama, Metric-like formalism for matter fields coupled to 3D higher spin gravity.
  12. arXiv:1305.3547 [hep-th]: R. Eager, J. Schmude, Superconformal indices and M2-branes.
  13. arXiv:1305.5180 [hep-th]: N. Boulanger, D. Ponomarev, E. Skvortsov, M. Taronna, On the uniqueness of higher-spin symmetries in AdS and CFT.
  14. arXiv:1305.6759 [gr-qc]: P. Pani, Advanced methods in black-hole perturbation theory.
  15. arXiv:1306.0903 [gr-qc]: M. O. P. Sampaio, Radiation from a D-dimensional collision of shock waves: numerical methods.
  16. arXiv:1306.1239 [hep-th]: R. Horvat, A. Ilakovac, J. Trampetic, J. You, Self-energies on deformed spacetimes.
  17. arXiv:1306.1783 [gr-qc]: S. J. Szybka, K. Głód, M. J. Wyrebowski, A. Konieczny, Inhomogeneity effect in Wainwright-Marshman space-times.
  18. arXiv:1306.6724 [gr-qc]: D. Bettoni, S. Liberati, Disformal invariance of second order tensor-scalar theories: framing the Horndeski action.
  19. arXiv:1307.0413 [hep-th]: A. Kleinschmidt, H. Nicolai, On higher spin realizations of K(E10).
  20. arXiv:1307.0741 [physics.gen-ph]: P. L. Nash, Hyperbolic inflation.
  21. arXiv:1307.6793 [gr-qc]: S. Marsat, A. Bohé, L. Blanchet, A. Buonanno, Next-to-leading tail-induced spin-orbit effects in the gravitational radiation flux of compact binaries.
  22. arXiv:1307.7169 [hep-th]: C. de Rham, L. Heisenberg, R. H. Ribeiro, Quantum corrections in massive gravity.
  23. arXiv:1308.1096 [hep-th]: B. Grinstein, A. Stergiou, D. Stone, Consequencences of Weyl consistency conditions.
  24. arXiv:1308.1325 [gr-qc]: C. Lübbe, J. A. Valiente Kroon, On the conformal structure of the extremal Reissner-Nordström spacetime.
  25. arXiv:1308.1642 [gr-qc]: V. Vitagliano, The role of nonmetricity in metric-affine theories of gravity.
  26. arXiv:1308.1686 [gr-qc]: H. Witek, Lecture notes: Numerical relativity in higher dimensional spacetimes.
  27. arXiv:1308.4390 [gr-qc]: A. García-Parrado, On the conservation of superenergy.
  28. arXiv:1308.4685 [gr-qc]: M. Zumalacárregui, J. García-Bellido, Transforming gravity: from derivative couplings to matter to second-order scalar-tensor theories beyond the Horndeski Lagrangian.
  29. arXiv:1309.1424 [hep-th]: A. V. Belitsky, S. Hohenegger, G. P. Korchemsky, E. Sokatchev, A. Zhiboedov, Event shapes in N=4 super-Yang-Mills theory.
  30. arXiv:1309.2012 [gr-qc]: D. Hilditch, An introduction to well-posedness and free-evolution.
  31. arXiv:1310.0819 [hep-th]: D. Grumiller, M. Irakleidou, I. Lovrekovic, R. McNees, Conformal gravity holography in four dimensions.
  32. arXiv:1310.1699 [gr-qc]: H. Gomes, Conformal geometrodynamics regained: gravity from duality.
  33. arXiv:1311.0242 [hep-th]: E. Joung, M. Taronna, Cubic-interaction-induced deformations of higher-spin symmetries.
  34. arXiv:1311.3671 [hep-th]: J. J. M. Carrasco, W. Chemissany, R. Kallosh, Journeys through antigravity?.
  35. arXiv:1311.5901 [hep-th]: C. Condeescu, A. Micu, E Palti, M-theory compactifications to three dimensions with M2-brane potentials.
  36. arXiv:1311.6485 [hep-th]: C. de Rham, A. Matas, A. J. Tolley, New kinetic interactions for massive gravity?.
  37. arXiv:1312.4703 [hep-th]: H. R. Bakhtiarizadeh, M. R. Garousi, Sphere-level Ramond-Ramond couplings in Ramond-Neveu-Schwarz formalism.
  38. arXiv:1312.1376 [hep-th]: T. W. Grimm, J. Keitel, R. Savelli, M. Weissenbacher, From M-theory higher curvature terms to α' corrections in F-theory.
  39. arXiv:1312.5375 [gr-qc]: S. Marsat, L. Blanchet, A. Bohé, G. Faye, Gravitational waves from spinning compact object binaries: New post-Newtonian results.

  1. arXiv:1402.1933 [astro-ph]: O. Umeh, C. Clarkson, R. Maartens, Nonlinear relativistic corrections to cosmological distances, redshift and gravitational lensing magnification. II - Derivation.
  2. arXiv:1402.6184 [hep-th]: J. Trampetic, J. You, Two-point functions on deformed space-time.
  3. arXiv:1402.6252 [gr-qc]: L. Ardersson, T. Bäckdahl, P. Blue, Second order symmetry operators.
  4. arXiv:1403.0105 [hep-th]: F. S. N. Lobo, J. Martinez-Asencio, G. J. Olmo, D. Rubiera-García, Dynamical generation of wormholes with charged fluids in quadratic Palatini gravity.
  5. arXiv:1403.1232 [hep-th]: N. Christiansen, B. Knorr, J. M. Pawlowski, A. Rodigast Global flows in Quantum Gravity.
  6. arXiv:1403.2885 [gr-qc]: C. Lübbe, J. A. Valiente Kroon, Spherically symmetric anti-de Sitter-like Einstein-Yang-Mills spacetimes.
  7. arXiv:1403.3335 [gr-qc]: M. B. Fröb, A. Roura, Enric Verdaguer, Riemann correlator in de Sitter including loop corrections from conformal fields.
  8. arXiv:1403.6243 [gr-qc]: K. Yagi, K. Kyutoku, G. Pappas, N. Yunes, T. A. Apostolatos, No-hair relations for neutron stars and quark stars: relativistic results.
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  37. arXiv:2304.11035 [gr-qc]: G. Domènech, A. Ganz, Disformal symmetry in the Universe: mimetic gravity and beyond.
  38. arXiv:2304.11131 [gr-qc]: A. C. L. Santos, C. R. Muniz, R. V. Maluf, Yang-Mills Casimir wormholes in D = 2 + 1.
  39. arXiv:2304.11289 [gr-qc]: H. Zhang, T. Zhu, A. Wang, Cosmological constant, inflaton, and dark matter all naturally originated from Poincaré gauge gravity.
  40. arXiv:2305.03841 [astro-ph]: H.-Y. Zhang, S. Ling, Phenomenology of wavelike vector dark matter nonminimally coupled to gravity.
  41. arXiv:2305.04527 [hep-th]: M. R. Garousi, The data on the boundary at order α'.
  42. arXiv:2305.04873 [gr-qc]: S. J. Szybka, S. U. Naqvi, Chaos and Einstein-Rosen waves.
  43. arXiv:2305.00551 [gr-qc]: S. Bahamonde, J. G. Valcarcel, Algebraic classification of the gravitational field in Weyl-Cartan space-times.
  44. arXiv:2305.07060 [gr-qc]: C. M. Reyes, M. Schreck, The boundary of the gravitational standard-model extension.
  45. arXiv:2305.07704 [gr-qc]: C. Richards, A. Dima, H. Witek, Black holes in massive dynamical Chern-Simons gravity: scalar hair and quasibound states at decoupling.
  46. arXiv:2305.13963 [hep-th]: C. Hunter, M. Kenna-Allison, Non-minimal scalar effective cosmology.
  47. arXiv:2305.19332 [gr-qc]: A. Spiers, A. Pound, J. Moxon, Second-order Teukolsky formalism in Kerr spacetime: formulation and nonlinear source.
  48. arXiv:2305.19950 [astro-ph]: J.-P. Li, S. Wang, Z.-C. Zhao, K. Kohri, Primordial non-Gaussianity and anisotropies in gravitational waves induced by scalar perturbations.
  49. arXiv:2306.00102 [hep-th]: J. I. Radkovski, S. M. Sibiryakov, Scattering amplitudes in high-energy limit of projectable Horava gravity.
  50. arXiv:2306.04725 [gr-qc]: A. Held, H. Lim, Nonlinear evolution of quadratic gravity in 3+1 dimensions.
  51. arXiv:2306.05944 [hep-th]: L. Casarin, Conformal anomalies in 6d 4-derivative theories: a heat-kernel analysis.
  52. arXiv:2306.10408 [hep-th]: F. Saueressig, J. Wang, Foliated asymptotically safe gravity in the fluctuation approach.
  53. arXiv:2306.13593 [gr-qc]: R. C. Bernardo, K.-W. Ng, Testing gravity with cosmic variance-limited pulsar timing array correlations.
  54. arXiv:2306.13687 [gr-qc]: D. A. Easson, G. Herczeg, T. Manton, M. Pezzelle, Isometries and the double copy.
  55. arXiv:2306.13951 [hep-th]: S. E. Aguilar-Gutierrez, T. Hertog, R. Tielemans, J. P. van der Schaar, T. Van Riet, Axion-de Sitter wormholes.
  56. arXiv:2306.14971 [gr-qc]: M. Rahman, S. Kumar, A. Bhattacharyya, Probing astrophysical environment with eccentric extreme mass-ratio inspirals.
  57. arXiv:2306.16832 [hep-th]: J. Anero, C. P. Martin, E. Velasco-Aja, The one-loop unimodular graviton propagator in any dimension.
  58. arXiv:2306.17232 [hep-th]: C. O. Akyuz, G. Goon, R. Penco, The Schwinger-Keldysh coset construction.
  59. arXiv:2307.00544 [hep-th]: M. R. Garousi, Effective action of heterotic string theory at order α'^2.
  60. arXiv:2307.02336 [hep-th]: O. Melichev, R. Percacci, On the renormalization of Poincaré gauge theories.
  61. arXiv:2307.02067 [astro-ph]: Y.-T. Kuang, J.-Z. Zhou, Z. Chang, X. Zhang, Q.-H. Zhu, Primordial black holes from second order density perturbations as probes of the small-scale primordial power spectrum.
  62. arXiv:2307.03095 [astro-ph]: Q.-H. Zhu, Z.-C. Zhao, S. Wang, Joint implications of BBN, CMB, and PTA datasets for scalar-induced gravitational waves of second and third orders.
  63. arXiv:2307.04618 [gr-qc]: H. Bouzari Nezhad, S. Rasanen, Scalar fields with derivative coupling to curvature in the Palatini and the metric formulation.
  64. arXiv:2307.05860 [gr-qc]: Q. Henry, F. Larrouturou, Conservative (failed)-tail effects at the fifth post-Newtonian order.
  65. arXiv:2307.06964 [gr-qc]: G. Domènech, Lectures on gravitational wave signatures of primordial black holes.
  66. arXiv:2307.09353 [hep-th]: F. Bastianelli, F. Comberiati, F. Fecit, F. Ori, Six-dimensional one-loop divergences in quantum gravity from the N=4 spinning particle.
  67. arXiv:2307.14957 [hep-th]: A. Schwimmer, S. Theisen, Comments on trace anomaly matching.
  68. arXiv:2308.01865 [hep-th]: M. K. Mandal, P. Mastrolia, H. O. Silva, R. Patil, J. Steinhoff, Renormalizing Love: tidal effects at the third post-Newtonian order.
  69. arXiv:2308.04349 [hep-th]: T. Flöss, D. Roest, T. Westerdijk, Non-linear electrodynamics from massive gravity.
  70. arXiv:2308.04692 [gr-qc]: M. Minucci, Conformal geodesics and the evolution of spacetimes with positive cosmological constant.
  71. arXiv:2308.04783 [gr-qc]: A. García-Parrado, An ideal covariant characterization of the Kerr conformal structure.
  72. arXiv:2308.12052 [hep-th]: M. Garousi, T-duality constraint on effective Lagrangians.
  73. arXiv:2309.02081 [gr-qc]: G. Compère, S. Jahanur Hoque, E. Kutluk, Quadrupolar radiation in de Sitter: Displacement memory and Bondi metric.
  74. arXiv:2309.03778 [gr-qc]: S. D. Upton, Second-order gravitational self-force in a highly regular gauge: Covariant and coordinate punctures.
  75. arXiv:2309.03838 [hep-th]: G. P. de Brito, Quadratic gravity in analogy to quantum chromodynamics: Light fermions in its landscape.
  76. arXiv:2309.03972 [math-dg]: G. Nilsson, Mode stability for gravitational instantons of type D.
  77. arXiv:2309.05695 [gr-qc]: J. N. Borissova, Suppression of spacetime singularities in quantum gravity.
  78. arXiv:2309.08670 [hep-th]: R. Larue, J. Quevillon, R. Zwicky, Trace anomaly of Weyl fermions via the path integral.
  79. arXiv:2309.14100 [gr-qc]: J. A. Sáez, S. Mengual, J. J. Ferrando, Dimension of the isometry group in spacetimes with an invariant frame.
  80. arXiv:2309.14420 [gr-qc]: F. Rossetti, Strong cosmic censorship for the spherically symmetric Einstein-Maxwell-charged-Klein-Gordon system with positive Lambda: stability of the Cauchy horizon and H1 extensions.
  81. arXiv:2310.03875 [gr-qc]: Q. Henry, F. Larrouturou, C. Le Poncin-Lafitte, Electromagnetic fields in compact binaries: post-Newtonian wave generation and application to double white dwarfs systems.
  82. arXiv:2310.04502 [gr-qc]: A. R. Solomon, Off-shell duality invariance of Schwarzschild perturbation theory.
  83. arXiv:2310.09908 [hep-ph]: F. Febres Cordero, Numerical unitarity for binary dynamics.
  84. arXiv:2310.14547 [gr-qc]: L.-Y. Chou, Y.-Z. Chu, Y.-W. Liu, Scalar gravitational waves can be generated even without direct coupling between dark energy and ordinary matter.
  85. arXiv:2310.17266 [gr-qc]: J. C. Feng, S. Mukohyama, S. Carloni, Singularity at the demise of a black hole.
  86. arXiv:2311.01424 [gr-qc]: M.-J. Guzman, The Hamiltonian constraint in the symmetric teleparallel equivalent of general relativity.
  87. arXiv:2311.05102 [astro-ph]: Z. Chang, Y.-T. Kuang, D. Wu, J.-Z. Zhou, Q.-H. Zhu, New constraints on primordial non-Gaussianity from missing two-loop contributions of scalar induced gravitational waves.
  88. arXiv:2311.05207 [hep-th]: H. Gholian, M. R. Garousi, More on closed string effective actions at order α'.
  89. arXiv:2311.05684 [hep-th]: C. Imbimbo, D. Rovere, A. Warman, Superconformal anomalies from superconformal Chern-Simons polynomials.
  90. arXiv:2311.07294 [gr-qc]: M. M. Ali Mohamed, K. Prabhu, J. A. Valiente Kroon, BMS-supertranslation charges at the critical sets of null infinity.
  91. arXiv:2311.07706 [gr-qc]: P. Wagle, D. Li, Y. Chen, N. Yunes, Perturbations of spinning black holes in dynamical Chern-Simons gravity I. Slow rotation equations.
  92. arXiv:2311.10166 [gr-qc]: G. Ongole, P. Singh, A. Wang, Revisiting quantum black holes from effective loop quantum gravity.
  93. arXiv:2311.11297 [gr-qc]: M. Marciu, D. M. Ioan, M. Dragomir, Observational constraints for cubic gravity theory based on third order contractions of the Riemann tensor.
  94. arXiv:2311.12097 [hep-th]: B. Knorr, Momentum-dependent field redefinitions in Asymptotic Safety.
  95. arXiv:2311.12936 [gr-qc]: A. Kovachik, S. Sibiryakov, Slowly moving black holes in khrono-metric model.
  96. arXiv:2311.14187 [hep-th]: M. Alfimov, I. Kalinichenko, A. Litvinov, On β-function of N=2 supersymmetric integrable sigma-models.
  97. arXiv:2311.14513 [astro-ph]: R. Picard, K. A. Malik, Induced gravitational waves: the effect of first order tensor perturbations.
  98. arXiv:2311.15739 [gr-qc]: J. Daas, C. Laporte, F. Sauressig, On the impact of perturbative counterterms on black holes.
  99. arXiv:2311.17015 [hep-th]: S. D. Chowdhury, V. Kumar, S. Kundu, A. Rahaman, Regge constraints on local four-point scattering amplitudes of massive particles with spin.
  100. arXiv:2312.03831 [hep-th]: A. Baldazzi, K. Falls, Y. Kluth, B. Knorr, Robustness of the derivative expansion in asymptotic safety.
  101. arXiv:2312.05065 [gr-qc]: M. M. Riva, L. Santoni, N. Savić, F. Vernizzi, Vanishing of nonlinear tidal Love numbers of Schwarzschild black holes.
  102. arXiv:2312.06588 [gr-qc]: L. A. Lessa, R. V. Maluf, J. E. G. Silva, C. A. S. Almeida, Braneworlds in cubic gravity.
  103. arXiv:2312.09853 [hep-ph]: J. Kuntz, A. Trautner, Extra dimensions beyond the horizon.
  104. arXiv:2312.10249 [gr-qc]: Y. Mikura, V. Naso, R. Percacci, Some simple theories of gravity with propagating torsion.
  105. arXiv:2312.10816 [hep-th]: R. Ferrero, M, B. Fröb, W. C. C. Lima, Heat kernel coefficients for massive gravity.
  106. arXiv:2312.12947 [gr-qc]: J. F. Barbero G., M. Basquens, E. J. S. Villaseñor, Euclidean self-dual gravity: Ashtekar variables without gauge fixing.
  107. arXiv:2312.13222 [hep-th]: R. Larue, J. Quevillon, R. Zwicky, Gravity-gauge anomaly constraints on the energy-momentum tensor.
  108. arXiv:2312.14814 [gr-qc]: A. Colléaux, D. Langlois, K. Noui, Classification of generalised higher-order Einstein-Maxwell Lagrangians.
  109. arXiv:2312.14859 [hep-th]: L. Bohnenblust, H. Ita, M. Kraus, J. Schlenk, Gravitational Bremsstrahlung in black-hole scattering at O(G^3): Linear-in-spin effects.
  110. arXiv:2312.16691 [hep-ph]: A. Tokareva, Gravitational waves from inflaton decay and Bremsstrahlung.

  1. arXiv:2401.03474 [gr-qc]: S. Hou, X.-L. Fan, T. Zhu, Z.-H. Zhu, Nontensorial gravitational wave polarizations from the tensorial degrees of freedom: I. Linearized Lorentz-violating theory of gravity with s tensor.
  2. arXiv:2401.06221 [astro-ph]: E. Seraille, J. Noller, B. D. Sherwin, Constraining dark energy with the integrated Sachs-Wolfe effect.
  3. arXiv:2401.06844 [gr-qc]: D. Trestini, Quasi-Keplerian parametrization for eccentric compact binaries in scalar-tensor theories at second post-Newtonian order and applications.
  4. arXiv:2401.08783 [gr-qc]: A. del Río, E.-A. Ester, Electrically charged black hole solutions in semiclassical gravity and dynamics of linear perturbations.
  5. arXiv:2401.10097 [gr-qc]: Y. Mikura, R. Percacci, Some simple theories of gravity with propagating nonmetricity.
  6. arXiv:2402.00604 [gr-qc]: A. Spiers, Efficiently separating the source of the Teukolsky equation.
  7. arXiv:2402.01260 [hep-th]: G. Korver, F. Saueressig, J. Wang, Global flows of foliated gravity-matter systems.
  8. arXiv:2402.03684 [gr-qc]: C. Jing, S. Tian, Z.-H. Zhu, Early dark energy triggered by spacetime dynamics that encodes cosmic radiation-matter transition.
  9. arXiv:2402.06724 [gr-qc]: K. Marouda, D. Cors, H. R. Rüter, F. Atteneder, D. Hilditch, Twist-free axisymmetric critical collapse of a complex scalar field.
  10. arXiv:2402.07641 [hep-th]: W. Barker, C. Marzo, Particle spectra of general Ricci-type Palatini or metric-affine theories.
  11. arXiv:2402.15327 [gr-qc]: D. Brizuela, M. de Cesare, A. Soler Oficial, Perturbations of bimetric gravity on most general spherically symmetric spacetimes.
  12. arXiv:2402.15468 [gr-qc]: M. Casals, S. Hollands, A. Pound, V. Toomani, Spin-2 Green's functions on Kerr in radiation gauge.
  13. arXiv:2402.16496 [hep-th]: M. R. Garousi, An NS-NS basis for odd-parity couplings at order α'^3.
  14. arXiv:2402.17817 [hep-th]: W. H. Pannell, A. Stergiou, Gradient properties of perturbative multiscalar RG flows to six loops.
  15. arXiv:2402.17835 [gr-qc]: K. Wood, P. M. Saffin, A. Avgoustidis, Black holes in multi-metric gravity.
  16. arXiv:2402.18993 [gr-qc]: P. Dorau, R. Verch, Kodama-like vector fields in axisymmetric spacetimes.
  17. arXiv:2403.07509 [hep-th]: L. Casarin, C. Kennedy, G. Tartaglino-Mazzucchelli, Conformal anomalies for (maximal) 6d conformal supergravity.
  18. arXiv:2403.11823 [hep-th]: S. Karan, G. Singh Punia, S. Biswas, Logarithmic correction to the entropy of black holes in STU supergravity.
  19. arXiv:2403.13687 [gr-qc]: A. Anand, R. C. Delgado, Modified gravity theories from the Barrow hypothesis.
  20. arXiv:2403.15003 [hep-th]: C. Marzo, Can MAG be an EFT? Radiative stability and ghost resurgence in massive vector models.
  21. arXiv:2403.16661 [math]: K. Krasnov, Dynamics of Cayley forms.
  22. arXiv:2404.00957 [hep-th]: M. R. Garousi, Four-derivative Yang-Mills couplings in heterotic theory through T-duality.
  23. arXiv:2404.02443 [hep-ph]: B. Chargeishvili, Automatic generation of orthogonal multiplet bases in SU(N_c) color space.
  24. arXiv:2404.05665 [hep-th]: R. Martini, G. Paci, D. Sauro, G. P. Vacca, O. Zanusso, Substructures of the Weyl group and their physical applications.
  25. arXiv:2404.09887 [gr-qc]: D. Kofroň, Kerr black hole in the formalism of isolated horizons.
  26. Phys. Rev. D 109 083521: T. Ferreira Chase, D. López Nacir, Ultralight vector dark matter, anisotropies, and cosmological adiabatic modes.
  27. arXiv:2404.11110 [gr-qc]: H. O. Silva, G. Tambalo, K. Glampedakis, K. Yagi, J. Steinhoff, Quasinormal modes and their excitation beyond general relativity.
  28. arXiv:2404.11954 [hep-th]: M. R. Garousi, Odd-derivative couplings in heterotic theory.
  29. arXiv:2404.15561 [hep-th]: R. Aros, F. Bugini, D. E. Díaz, C. Núñez-Barra, Casimir energy on the sphere and 6D CFT trace anomaly.
  30. arXiv:2404.18958 [gr-qc]: J. Neuser, T. Thiemann, Quantum field theory of black hole perturbations with backreaction II. Spherically symmetric 2nd order Einstein sector.
  31. arXiv:2405.00776 [hep-th]: A. Tomasiello, Higher spins and Finsler geometry.
  32. arXiv:2405.01430 [gr-qc]: J. Neuser, Quantum field theory of black hole perturbations with backreaction IV. Spherically symmetric 2nd order Einstein-Maxwell sector in generalised gauges.
  33. arXiv:2405.02072 [hep-th]: T. Hertog, S. Maenaut, B. Missoni, R. Tielemans, T. Van Riet, Stability of axion-saxion wormholes.
  34. arXiv:2405.03510 [gr-qc]: K. Urbański, Prolonging the inevitable: Maximising survival time of an engine-equipped spacecraft between spatial hypersurfaces, as applied to the Schwarzschild spacetime.
  35. arXiv:2405.03925 [hep-th]: R. Campos Delgado, S. V. Ketov, Einstein-Grisaru-Zanon gravity.
  36. arXiv:2405.07779 [hep-th]: G. P. de Brito, A. D. Pereira, Infrared gluon propagator in the Refined Gribov-Zwanziger scenario at one-loop order in the Landau gauge.
  37. arXiv:2405.08660 [hep-th]: B. Knorr, A. Platania, Unearthing the intersections: positivity bounds, weak gravity conjecture, and asymptotic safety landscapes from photon-graviton flows.
  38. arXiv:2405.18604 [gr-qc]: S. Hollands, V. Toomani, Metric reconstruction in Kerr spacetime.
  39. arXiv:2405.19381 [astro-ph]: E. W. Lentz, R. C. Felton, Motivating emissions from positive energy warp bubbles.
  40. arXiv:2406.00997 [gr-qc]: B. L. Giacchini, I. Kolář, Toward regular black holes in sixth-derivative gravity.
  41. arXiv:2406.02960 [hep-th]: M. R. Garousi, Six-derivative Yang-Mills couplings in heterotic string theory.
  42. arXiv:2406.03457 [gr-qc]: L. Amalberti, Z. Yang, R. A. Porto, Gravitational radiation from inspiralling compact binaries to N^3LO in the effective field theory approach.
  43. arXiv:2406.06167 [astro-ph]: A. Heinesen, M. Korzyński, Exploring the rich geometrical information in cosmic drift signals with covariant cosmography.

Theses using xAct

[through 2016]
  1. PhD thesis 2008. Université Paris VI: C. Pitrou, Non-linear dynamics and primordial anisotropy in cosmology.
  2. PhD thesis 2009. University College Dublin: B. Wardell, Green functions and radiation reaction from a spacetime perspective.
  3. PhD thesis 2011. Friedrich-Schiller-Universität, Jena: J. Steinhoff, Canonical formulation of spin in general relativity.
  4. PhD thesis 2011. Université Montpellier II: J. Cortier, Mathematical study of black hole spacetimes and of their initial data in general relativity.
  5. PhD thesis 2012. Wake Forest University: J. D. Bates, Quantum effects of scalar fields in black hole and cosmological spacetimes.
  6. PhD thesis 2012. MIT: L. C. Stein, Probes of strong-field gravity.
  7. Master thesis 2013. Utrecht University: J. Aalbers, Conformal symmetry in classical gravity.
  8. Master thesis 2013. University of Copenhagen: M. H. Christensen, Aspects of Lifshitz holography.
  9. PhD thesis 2013. University of Cape Town: O. Umeh, The influence of structure formation on the evolution of the universe.
  10. Thesis 2014. Bridgewater State University: A. Aly, Deriving the Dyer-Roeder equation from the geodesic deviation equation via the Newman Penrose null tetrad.
  11. PhD thesis 2014. München Universität: F. Bonetti, Effective actions for F-theory compactifications and tensor theories.
  12. PhD thesis 2014. Uniwersytet Jagielloński: K. Głód, Ewolucja pierwotnych fal grawitacyjnych w modelach kosmologicznych Friedmanna–Lemaître’a.
  13. PhD thesis 2014. Wuhan University: Z. Yang, The equations of motion of the post-Newtonian compact binary inspirals as gravitational radiation sources under the effective field theory formalism.
  14. PhD thesis 2015. University of Cape Town: B. Mongwane, Problems in cosmology and numerical relativity.
  15. Master thesis 2016. Università di Pisa: D. Paduano, Evolution of cosmic string networks: a kinetic approach.
  16. PhD thesis 2016. University of Otago: C. Stevens, The numerical initial boundary value problem for the generalised conformal field equations in general relativity.
  17. PhD thesis 2016. Humboldt-Universität zu Berlin: P. Kessel, The physics of higher-spin theories.
  18. Master thesis 2016. Brazilian Center for Research in Physics, C. S. Buss, Two-point correlation function for a scalar field on a Schwarzschild background.

  1. Master thesis 2017. University of Copenhagen: E. Have, On charged Lifshitz holography.
  2. Master thesis 2017. BRAC University: Reefat, The AdS-CFT correspondence and the black-hole information theory paradox.
  3. PhD thesis 2017. Friedrich-Schiller-Universität Jena: B. Knorr, Asymptotic safety in QFT: from quantum gravity to graphene.
  4. Master thesis 2017. Università di Pisa: G. Pagano, Extra polarisations of relic gravitational waves from a Brans–Dicke theory with axion–gauge dynamics.
  5. PhD thesis 2017. Universidade Estadual Paulista: N. T. Maia, Radiation reaction for spinning bodies in the effective field theory approach.
  6. PhD thesis 2017. Imperial College London: M. A. L. Urbina, Testing gravity at cosmological scales.
  7. PhD thesis 2017. Friedrich-Schiller-Universität Jena: S. Lippoldt, Fermions in curved spacetimes.
  8. Master thesis 2017. Universidad Tecnológica de Pereira: C. A. Dagua Conda, Expansión de acciones supersimétricas en el formalismo espinorial puro utilizando Mathematica.

  1. PhD thesis 2018. Friedrich-Schiller-Universität Jena: A. U. S. Schoepe, On the hyperbolicity of evolution equations for relativistic fluids.
  2. Master thesis 2018. CENTRA, Técnico Lisboa: G. C. Castro, Gravitational waves and massive gravitons.
  3. PhD thesis 2018. Queen Mary University of London: M. Cole, Spinorial characterisations of rotating black hole spacetimes.
  4. Master thesis 2018. Justus-Liebig-Universität Giessen: B. Bürger, Curvature dependence of quantum gravity.
  5. Master thesis 2018. Albert Ludwigs University of Freiburg: L. Mishra, Theories of Massive Gravity in 2+1 Dimensions.
  6. PhD thesis 2018. Imperial College: S. Nakach, Conformal higher spins and scattering amplitudes.
  7. PhD thesis 2018. Universidad Nacional de Colombia: H. J. Hortú Orjuela, Cosmological features of primordial magnetic fields.

  1. PhD thesis 2019. SISSA Trieste: R. B. A. Zinati, Universality: From discrete symmetry models to active matter systems.
  2. PhD thesis 2019. Brigham Young University: H. Lim, Dynamical compact objects in numerical relativity.
  3. Master thesis 2019. Radboud University: L. Bosma, Towards resolving singularities in asymptotic safety.
  4. Master thesis 2019. Utrecht University: R. Stegeman, Black holes and BPS solutions in six-dimensional supergravity.
  5. PhD thesis 2019. Queen Mary University of London: J. L. Williams, Perturbative analysis of the conformal constraint equations in general relativity.
  6. PhD thesis 2019. Universidad Autónoma de Madrid: P. A. Cano, Higher-curvature gravity, black holes and holography.
  7. PhD thesis 2019. Sorbonne Université: T. Marchand, Studying gravitational waves of compact binary systems using post-Newtonian theory.
  8. PhD thesis 2019. University of Köln: B. Nikolić, Quantum geometrodynamics of higher derivative theories with and without conformal symmetry.
  9. PhD thesis 2019. California Institute of Technology: M. Okounkova, Numerical relativity beyond general relativity.
  10. Master thesis 2019. Max-Planck-Institut für Kernphysik: J. Kuntz, Gauge theories of conformal gravitation.
  11. PhD thesis 2019. Technischen Universität Darmstadt: O. Gabel, Bose-Einstein condensates in curved space-time.
  12. PhD thesis 2019. Universidad Nacional de Colombia: H. J. Hortúa, Cosmological features of primordial magnetic fields.

  1. PhD thesis 2020. Stockholm University: F. Torsello, Theoretical and numerical bimetric relativity.
  2. PhD thesis 2020. Indian Institute of Science Education and Research Bhopal: S. Aashish, Covariant quantum gravitational corrections to scalar and tensor field models.
  3. Hab. thesis 2020. Charles University: M. Žofka, Selected exact solutions of Einstein equations and their properties.
  4. PhD thesis 2020. University of Connecticut: M. G. Phelps, Cosmological fluctuations in standard and conformal gravity.
  5. PhD thesis 2020. University of Michigan: Y. Zeng, Non-supersymmetric black holes: a step toward quantum gravity.

  1. PhD thesis 2021. University of Pennsylvania: T. B. Rochais, Geometric approaches to quantum fields and strings at strong couplings.
  2. PhD thesis 2021. Queen Mary University of London: J. L. Fuentes Venegas, Applications of cosmological perturbation theory in the late universe.
  3. Master thesis 2021. Radboud University Nijmegen: T. Draper, Asymptotically safe amplitudes.
  4. Master thesis 2021. Chalmers University of Technology: S. S. Jacobsson, Two-spinors and symmetry operators.
  5. Master thesis 2021. Chalmers University of Technology: E. Nilsson, Surface plasmon polaritons in strongly correlated media.
  6. PhD thesis 2021. Universidad de Granada: A. Jiménez-Cano, Metric-affine gauge theories of gravity: Foundations and new insights.
  7. Master thesis 2021. University of Cape Town: U. K. Beckering Vinckers, Universe phenomenology as understood from gravitational theories with non-vanishing torsion: cosmology and black holes.
  8. PhD thesis 2021. University of Portsmouth: M. Kenna-Allison, Cosmological implications of extended massive gravity theories.
  9. PhD thesis 2021. Sorbone Université: F. Larrouturou, Analytical methods for the study of the two-body problem, and alternative theories of gravitation.
  10. PhD thesis 2021. University of Cambdridge: Á. D. Kovács, The Cauchy problem and the initial data problem in effective theories of gravity.
  11. PhD thesis 2021. Università degli studi di Trento: A. Casalino, Theoretical and numerical methods for modified gravity.
  12. PhD thesis 2021. Chalmers University of Technology: M. Tornsö, Plasma oscillations in holographic quantum matter.
  13. PhD thesis 2021. Weizmann Institute of Science: O. Golan, Geometric and computational aspects of chiral topological quantum matter.
  14. PhD thesis 2021. University of Michigan: B. McPeak, Holography, supergravity, and the weak gravity conjecture.
  15. PhD thesis 2021. Charles University: V. Tynianskaia Shape of the Kerr gravitational field.
  16. Master thesis 2021. Charles University: J. Došek, Replacement of singularities in static spacetimes.
  17. PhD thesis 2021. Baylor University: X. Zhao, Gravitational waves in Einstein-aether theory.
  18. PhD thesis 2021. Heidelberg University: M. Schiffer, Probing Quantum Gravity: Theoretical and phenomenological consistency tests of asymptotically safe quantum gravity.
  19. PhD thesis, 2021. Universidade de Santiago de Compostela: A. Vilar López, Entropy in higher-curvature theories of gravity.
  20. PhD thesis, 2021. Université de Genève: G. Franciolini, Primordial black holes: from theory to gravitational wave observations.

  1. PhD thesis, 2022. Universitat de València: A. Delhom, Theoretical and observational aspects in metric-affine gravity.
  2. PhD thesis, 2022. Universitat de València: S. Pla García, Quantum field theory under external conditions.
  3. PhD thesis, 2022. Swansea University: G. Piccinini, Duality and integrability in string theory.
  4. Master thesis, 2022. Groningen University: O. Gelling, Soft limit of the 6-point multi-DBI double copy amplitude.
  5. Bachelor thesis, 2022. Charles University: M. Žlábek, Superradiance on accelerated systems.
  6. PhD thesis, 2022. Humboldt-Universität zu Berlin: D. Prinz, Renormalization of gauge theories and gravity.
  7. Master thesis, 2022. Università degli Studi di Padova: G. Brunello, Effective field theory approach to general relativity and Feynman diagrams for coalescing binary systems.
  8. PhD thesis, 2022. Cornell University: I. Shehzad, Symmetries, charges and conservation laws in general relativity.
  9. Master thesis, 2022. Imperial College, London: C. Beetar, The massive classical double copy in three dimensions.
  10. PhD thesis, 2022. Université Paris-Saclay: M. M. Riva, Gravitational bremsstrahlung in the worldline effective field fheory approach.
  11. PhD thesis, 2022. Humboldt-Universität zu Berlin: M. Broccoli, Aspects of conformal theory.
  12. PhD thesis, 2022. Humboldt-Universität zu Berlin: C. Shi, Classical gravity from gluon interactions.
  13. PhD thesis, 2022. Universidad Nacional de La Plata: L. Combi, Efectos locales de la expansión cosmológica.
  14. Master thesis, 2022. Utrecht University: I. R. van Gemeren, Black holes letting their hair down.
  15. PhD thesis, 2022. Yerevan Physics Institute: M. Karapetyan, Interacting higher spin theories in flat and AdS spaces.
  16. Master thesis, 2022. Universidad Nacional de Colombia: J. F. Bravo Cárdenas, Cosmic dynamo equation under cosmological perturbation theory at first order.
  17. PhD thesis, 2022. SISSA Trieste: O. Melichev, Quantum aspects of metric-affine gravity
  18. Laurea thesis, 2022. Universita di Bologna: A. Borys, Modified gravity with tensor computer algebra: A case study.

  1. PhD thesis, 2023. University of Cambridge: M. R. Radia, Numerical modelling of gravitational wave sources in general relativity.
  2. Diploma thesis, 2023. Charles University: V. Mikeska, GHP and Weyl formalism for gravitational perturbations.
  3. Diploma thesis, 2023. Charles University: M. Pospíšil, Gravitational perturbations in NP/GHP formalism.
  4. Master thesis, 2023. University of Canterbury: A. Goodenbour, Covariant charges on the null boundary of space-time.
  5. PhD thesis, 2023. University of Pittsburgh: B. Pardo, Post-Newtonian gravitational dynamics from effective field theory.
  6. PhD thesis, 2023. Universitat de València: P. Beltrán Palau, Quantum effects, anomalies and renormalization in electrodynamics, cosmology and black holes.
  7. Master thesis, 2023. Utrecht University: R. Wakelkamp, Rotating black holes in dynamical Chern-Simons gravity and the four laws of black hole mechanics.
  8. Trabajo de grado, 2023. Universidad del Valle: E. S. Esquea Potes, Implementación del paquete xPand de Mathematica en el desarrollo de una rutina de cálculo de perturbaciones lineales en espacio-tiempos de Bianchi I.
  9. PhD thesis, 2023. Queen Mary University of London: Tiago França, Binary black holes in modified gravity.
  10. PhD thesis, 2023. Universidade Federal do Rio Grande do Norte: G. Luz Almeida, Classical amplitudes in gravitational-wave physics.
  11. Master thesis, 2023. University of Minnesota: K. E. Bernal Hendrickson, Warped compactification on general manifolds.
  12. Master thesis, 2023. Radboud University Nijmegen: G. Korver, Renormalizing the graviton 2-point function in the presence of matter.
  13. PhD thesis, 2023. SISSA Trieste: J. Mazza, Into the heart of darkness: Theory and phenomenology of regular black holes.
  14. Master thesis, 2023. Charles University: E. Klimešová, Multi-black-hole gravitational field.
  15. PhD thesis, 2023. University of Cape Town: M. E. Sikhonde, Shear-free perfect fluid theorems in general relativity.
  16. PhD thesis, 2023. Sorbonne Université: D. Trestini, Gravitational radiation of compact binary systems in general relativity and in scalar-tensor theories.
  17. Bachelor thesis, 2023. Charles University: J. Křiž, On curvature decomposition in circular space-times.
  18. Bachelor thesis, 2023. Charles University: F. Nicek, Kundt spacetimes in the Einstein–Gauss–Bonnet theory of gravity.
  19. PhD thesis, 2023. Queen May University of London: G. Macaulay, Asymptotic charges in general relativity.
  20. PhD thesis, 2023. Universidad Complutense de Madrid: A. Casado-Turrión, Compact objects in modified gravity: junction conditions and other viability criteria.
  21. PhD thesis, 2023. Heidelberg University: J. Kuntz, Scale-invariant quadratic gravity and the ghost problem.
  22. PhD thesis, 2023. Johannes Gutenberg-Universität Mainz: R. Ferrero, Nonperturbative quantum dynamics on the de Sitter geometry and diffeomorphism-invariant observables.
  23. PhD thesis, 2023. University of Illinois Urbana-Champaign: P. K. Wagle, Gravitational wave ringdown as a probe to test general relativity.
  24. Master thesis, 2023. University of Cambridge: S. Buttigieg, Is space haunted? Exorcising ghosts from the gravitational particle spectrum.

  1. PhD thesis, 2024. Universität Tübingen: O. Schön, On tensor multi-scalar theories in a post-Newtonian settting.
  2. Diploma thesis, 2024. National Technical University of Athens: A. Mavrogiannis, Gravitational waves in modified theories of gravity.
  3. PhD thesis, 2024. University College London: E. Jensko, A unified approach to geometric modifications of gravity.
  4. Master thesis, 2024. University of Utrecht: D. Scully, Giving Love to modified gravity; an examination of neutron star properties in scalar-tensor gravity.
  5. PhD thesis, 2024. Università degli Studi di Padova: A. Greco, Cosmic birefringence as a probe of fundamental parity-violation.
  6. Master thesis, 2024. Connecticut College: A. Modaressi, Numerical black hole solutions for a timelike bumblebee field.