Publications

Articles describing the SageManifolds project:

  • E. Gourgoulhon & M. Mancini : Symbolic tensor calculus on manifolds: a SageMath implementation, lectures at JNCF 2018, Les cours du CIRM 6, I (2018) [published version] [arXiv preprint]
  • E. Gourgoulhon, M. Bejger & M. Mancini: Tensor calculus with open-source software: the SageManifolds project, Journal of Physics: Conference Series 600, 012002 (2015) [published version] [arXiv preprint]
  • J. Bicak & J. Tafel: Exact solutions and their interpretation - session A1, General Relativity and Gravitation 46, 1685 (2014) [published version] [arXiv preprint]
  • M. A. H. MacCallum: Computer algebra in gravity research, Living Reviews in Relativity 21, 6 (2018) [published version]

Articles based on SageMath computations involving tools developed via the SageManifolds project:

  • K. Van Aelst, E. Gourgoulhon, P. Grandclément, C. Charmousis: Hairy rotating black holes in cubic Galileon theory, [arXiv:1910.08451]
  • O. Castillo-Felisola, J. Perdiguero, O. Orellana & A. R. Zerwekh: Emergent metric and geodesic analysis in cosmological solutions of (torsion-free) Polynomial Affine Gravity, [arXiv:1908.06654]
  • E. Gourgoulhon, A. Le Tiec, F. H. Vincent & N. Warburton: Gravitational waves from bodies orbiting the Galactic center black hole and their detectability by LISA, Astronomy and Astrophysics 627, A92 (2019) [published version] [arXiv:1903.02049]
  • T. Birkandan, C. Güzelgün, E. Şirin & M. Can Uslu : Symbolic and numerical analysis in general relativity with open source computer algebra systems, General Relativity and Gravitation 51, 4 (2019) [published version] [arXiv:1703.09738]
  • O. Castillo-Felisola: Beyond Einstein: A Polynomial Affine Model of Gravity, in Gravity: Geoscience Applications, Industrial Technology and Quantum Aspect, edited by T. Zouaghi (IntechOpen) (2018) [published version] [arXiv:1902.09131]
  • O. Castillo-Felisola, J. Perdiguero & O. Orellana : Cosmological Solutions to Polynomial Affine Gravity in the Torsion-Free Sector, in Redefining Standard Model Cosmology, edited by B. A. Robson (IntechOpen) (2018) [published version] [arXiv:1808.05970]
  • F. Lamy, E. Gourgoulhon, T. Paumard & F. H. Vincent : Imaging a non-singular rotating black hole at the center of the Galaxy, Classical and Quantum Gravity 35, 115009 (2018) [published version] [arXiv:1802.01635]
  • D. S. Ageev, I. Ya. Aref'eva, A. A. Golubtsova & E. Gourgoulhon : Thermalization of holographic Wilson loops in spacetimes with spatial anisotropy, Nuclear Physics B 931, 506 (2018) [published version] [arXiv:1606.03995]
  • A. Aceña, E. López & M. Llerena : An Extreme Rotating Black Hole in New Massive Gravity Theory, Revista Politécnica 39 (1), 67 (2017) [published version] [arXiv:1705.04359]
  • I. Ya. Aref'eva, A. A. Golubtsova & E. Gourgoulhon : Analytic black branes in Lifshitz-like backgrounds and thermalization, Journal of High Energy Physics 09(2016), 142 (2016) [published version] [arXiv:1601.06046]
  • E. López, M. Llerena & F. Aldás : Cinemática de un Fluido Ideal en un Universo Anisótropo Axisimétrico Espacialmente Plano, Revista Politécnica 37 (1), 102 (2016) [published version] [arXiv:1604.05162]
  • [arXiv:1409.1887]
  • C. Somé, P. Grandclément & E. Gourgoulhon : A characterization of 3+1 spacetimes via the Simon-Mars tensor, preprint arXiv:1412.6542 (2014)
  • K. A. Dennison, T. W. Baumgarte & P. J. Montero: Trumpet Slices in Kerr Spacetimes, Physical Review Letters 113, 261101 (2014) [published version]