More details can be found on my inspire-hep and Google Scholar profiles. Bibliometric metrics: 33 papers, 1753 citations, h-index=20 (data from inspire-hep). You can also download my MSc thesis and my PhD thesis.
2026
Ringing of rapidly rotating black holes in effective field theory
Tom Steen, Simon Maenaut, Stef J. B. Husken, Pedro G. S. Fernandes, Maxim D. Jockwer, and 3 more authors
@article{vanderSteen:2026qva,author={van der Steen, Tom and Maenaut, Simon and Husken, Stef J. B. and Fernandes, Pedro G. S. and Jockwer, Maxim D. and Cardoso, Vitor and Hertog, Thomas and Li, Tjonnie G. F.},title={{Ringing of rapidly rotating black holes in effective field theory}},eprint={2604.11755},archiveprefix={arXiv},primaryclass={gr-qc},month=apr,year={2026}}
Effective cosmological constant as black hole primary hair
Christos Charmousis, Pedro G. S. Fernandes, and Mokhtar Hassaine
@article{Charmousis:2026dbi,author={Charmousis, Christos and Fernandes, Pedro G. S. and Hassaine, Mokhtar},title={{Effective cosmological constant as black hole primary hair}},eprint={2603.25598},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/4sn9-hbhc},journal={Phys. Rev. D},volume={113},number={12},pages={124063},year={2026}}
Strong breaking of black-hole uniqueness from coexisting scalarization mechanisms
Astrid Eichhorn, Pedro G. S. Fernandes, and Lidia Marino
@article{Eichhorn:2026qaw,author={Eichhorn, Astrid and Fernandes, Pedro G. S. and Marino, Lidia},title={{Strong breaking of black-hole uniqueness from coexisting scalarization mechanisms}},eprint={2603.05064},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/8n13-bh27},journal={Phys. Rev. D},volume={113},number={12},pages={124071},year={2026}}
Exact analytic rotating black-hole solutions with primary hair
@article{Fernandes:2026rjs,author={Fernandes, Pedro G. S.},title={{Exact analytic rotating black-hole solutions with primary hair}},eprint={2601.21163},archiveprefix={arXiv},primaryclass={gr-qc},month=jan,year={2026}}
Leading Effective Field Theory Corrections to the Kerr Metric at All Spins
@article{Fernandes:2025vxg,author={Fernandes, Pedro G. S.},title={{Leading Effective Field Theory Corrections to the Kerr Metric at All Spins}},eprint={2512.02338},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/5rk7-zljb},journal={Phys. Rev. Lett.},volume={136},number={24},pages={241401},year={2026}}
Inflation, black holes with primary hair, and regular planar black holes from an infinite tower of regularized Lovelock-Proca corrections
Pedro G. S. Fernandes, Jingqian Gou, Lavinia Heisenberg, and Nadine Nussbaumer
@article{Fernandes:2025mic,author={Fernandes, Pedro G. S. and Gou, Jingqian and Heisenberg, Lavinia and Nussbaumer, Nadine},title={{Inflation, black holes with primary hair, and regular planar black holes from an infinite tower of regularized Lovelock-Proca corrections}},eprint={2511.22798},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1088/1475-7516/2026/04/078},journal={JCAP},volume={04},pages={078},year={2026}}
Environmentally induced chaos: Extreme-mass-ratio systems of rotating black holes in astrophysical environments
@article{Destounis:2025tjn,author={Destounis, Kyriakos and Fernandes, Pedro G. S.},title={{Environmentally induced chaos: Extreme-mass-ratio systems of rotating black holes in astrophysical environments}},eprint={2508.20191},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/slvg-d6mh},journal={Phys. Rev. D},volume={113},number={4},pages={044040},year={2026}}
Regular black holes without mass-inflation instability and gravastars from modified gravity
@article{Eichhorn:2025pgy,author={Eichhorn, Astrid and Fernandes, Pedro G. S.},title={{Regular black holes without mass-inflation instability and gravastars from modified gravity}},eprint={2508.00686},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/nqz2-88zf},journal={Phys. Rev. D},volume={113},number={8},pages={L081501},year={2026}}
Supermassive black hole scalarization and effective field theory
Farid Thaalba, Pedro G. S. Fernandes, and Thomas P. Sotiriou
@article{Thaalba:2025ljh,author={Thaalba, Farid and Fernandes, Pedro G. S. and Sotiriou, Thomas P.},title={{Supermassive black hole scalarization and effective field theory}},eprint={2506.21434},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/vtfr-8zxq},journal={Phys. Rev. D},volume={113},number={6},pages={064005},year={2026}}
2025
Spinning Black Holes in Astrophysical Environments
@article{Fernandes:2025osu,author={Fernandes, Pedro G. S. and Cardoso, Vitor},title={{Spinning Black Holes in Astrophysical Environments}},eprint={2507.04389},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/9shv-5d21},journal={Phys. Rev. Lett.},volume={135},number={21},pages={211403},year={2025}}
Nonminimal light-curvature couplings and black-hole imaging
Raúl Carballo-Rubio, Héloı̈se Delaporte, Astrid Eichhorn, and Pedro G. S. Fernandes
@article{Carballo-Rubio:2025zwz,author={Carballo-Rubio, Ra{\'u}l and Delaporte, H{\'e}lo{\"\i}se and Eichhorn, Astrid and Fernandes, Pedro G. S.},title={{Nonminimal light-curvature couplings and black-hole imaging}},eprint={2505.21431},archiveprefix={arXiv},primaryclass={astro-ph.HE},doi={10.1103/pxpm-8dgy},journal={Phys. Rev. D},volume={112},number={10},pages={103016},year={2025}}
Dark matter and modified gravity: Einstein clusters from a non-minimally coupled vector field
@article{Fernandes:2025lon,author={Fernandes, Pedro G. S. and Cardoso, Vitor},title={{Dark matter and modified gravity: Einstein clusters from a non-minimally coupled vector field}},eprint={2505.00563},archiveprefix={arXiv},primaryclass={gr-qc},month=may,year={2025}}
Proca theory of four-dimensional regularized Gauss-Bonnet gravity and black holes with primary hair
Christos Charmousis, Pedro G. S. Fernandes, and Mokhtar Hassaine
@article{Charmousis:2025jpx,author={Charmousis, Christos and Fernandes, Pedro G. S. and Hassaine, Mokhtar},title={{Proca theory of four-dimensional regularized Gauss-Bonnet gravity and black holes with primary hair}},eprint={2504.13084},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/9f2w-3kly},journal={Phys. Rev. D},volume={111},number={12},pages={124008},year={2025}}
Regular BTZ black holes from an infinite tower of corrections
@article{Fernandes:2025eoc,author={Fernandes, Pedro G. S.},title={{Regular BTZ black holes from an infinite tower of corrections}},eprint={2504.08565},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1016/j.physletb.2025.139772},journal={Phys. Lett. B},volume={868},pages={139772},year={2025}}
Singularity resolution and inflation from an infinite tower of regularized curvature corrections
@article{Fernandes:2025fnz,author={Fernandes, Pedro G. S.},title={{Singularity resolution and inflation from an infinite tower of regularized curvature corrections}},eprint={2504.07692},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/763p-htct},journal={Phys. Rev. D},volume={112},number={8},pages={084028},year={2025}}
Rotating scalarized black holes: The role of the coupling
Kalin V. Staykov, Daniela D. Doneva, Pedro G. S. Fernandes, and Stoytcho S. Yazadjiev
@article{Staykov:2025lfh,author={Staykov, Kalin V. and Doneva, Daniela D. and Fernandes, Pedro G. S. and Yazadjiev, Stoytcho S.},title={{Rotating scalarized black holes: The role of the coupling}},eprint={2503.15206},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/z8lr-4tb5},journal={Phys. Rev. D},volume={112},number={2},pages={024058},year={2025}}
Purely metric Horndeski theories and spontaneous curvaturization of black holes
@article{Eichhorn:2025aja,author={Eichhorn, Astrid and Fernandes, Pedro G. S.},title={{Purely metric Horndeski theories and spontaneous curvaturization of black holes}},eprint={2502.14717},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.111.104007},journal={Phys. Rev. D},volume={111},number={10},pages={104007},year={2025}}
Neutron stars and the cosmological constant problem
Giulia Ventagli, Pedro G. S. Fernandes, Andrea Maselli, Antonio Padilla, and Thomas P. Sotiriou
@article{Ventagli:2024cho,author={Ventagli, Giulia and Fernandes, Pedro G. S. and Maselli, Andrea and Padilla, Antonio and Sotiriou, Thomas P.},title={{Neutron stars and the cosmological constant problem}},eprint={2404.19012},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.111.024001},journal={Phys. Rev. D},volume={111},number={2},pages={024001},year={2025}}
Breaking black-hole uniqueness at supermassive scales
Astrid Eichhorn, Pedro G. S. Fernandes, Aaron Held, and Hector O. Silva
@article{Eichhorn:2023iab,author={Eichhorn, Astrid and Fernandes, Pedro G. S. and Held, Aaron and Silva, Hector O.},title={{Breaking black-hole uniqueness at supermassive scales}},eprint={2312.11430},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1088/1361-6382/add3b6},journal={Class. Quant. Grav.},volume={42},number={10},pages={105006},year={2025}}
2024
Shadows and properties of spin-induced scalarized black holes with and without a Ricci coupling
Pedro G. S. Fernandes, Clare Burrage, Astrid Eichhorn, and Thomas P. Sotiriou
@article{Fernandes:2024ztk,author={Fernandes, Pedro G. S. and Burrage, Clare and Eichhorn, Astrid and Sotiriou, Thomas P.},title={{Shadows and properties of spin-induced scalarized black holes with and without a Ricci coupling}},eprint={2403.14596},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.109.104033},journal={Phys. Rev. D},volume={109},number={10},pages={104033},year={2024}}
2023
Spinning black holes with axion hair
Clare Burrage, Pedro G. S. Fernandes, Richard Brito, and Vitor Cardoso
@article{Burrage:2023zvk,author={Burrage, Clare and Fernandes, Pedro G. S. and Brito, Richard and Cardoso, Vitor},title={{Spinning black holes with axion hair}},eprint={2306.03662},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1088/1361-6382/acf9d6},journal={Class. Quant. Grav.},volume={40},number={20},pages={205021},year={2023}}
@article{Fernandes:2023vux,author={Fernandes, Pedro G. S.},title={{Rotating black holes in semiclassical gravity}},eprint={2305.10382},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.108.L061502},journal={Phys. Rev. D},volume={108},number={6},pages={L061502},year={2023}}
2022
A new approach and code for spinning black holes in modified gravity
@article{Fernandes:2022gde,author={Fernandes, Pedro G. S. and Mulryne, David J.},eprint={2212.07293},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1088/1361-6382/ace232},journal={Class. Quant. Grav.},volume={40},number={16},pages={165001},month=dec,year={2022}}
Exploring the small mass limit of stationary black holes in theories with Gauss-Bonnet terms
Pedro G. S. Fernandes, David J. Mulryne, and Jorge F. M. Delgado
@article{Fernandes:2022kvg,author={Fernandes, Pedro G. S. and Mulryne, David J. and Delgado, Jorge F. M.},title={{Exploring the small mass limit of stationary black holes in theories with Gauss-Bonnet terms}},eprint={2207.10692},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1088/1361-6382/aca010},journal={Class. Quant. Grav.},volume={39},number={23},pages={235015},month=jul,year={2022}}
The 4D Einstein-Gauss-Bonnet theory of gravity: a review
Pedro G. S. Fernandes, Pedro Carrilho, Timothy Clifton, and David J. Mulryne
@article{Fernandes:2022zrq,author={Fernandes, Pedro G. S. and Carrilho, Pedro and Clifton, Timothy and Mulryne, David J.},title={{The 4D Einstein-Gauss-Bonnet theory of gravity: a review}},eprint={2202.13908},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1088/1361-6382/ac500a},journal={Class. Quant. Grav.},volume={39},number={6},pages={063001},month=feb,year={2022}}
2021
Black holes in the scalar-tensor formulation of 4D Einstein-Gauss-Bonnet gravity: Uniqueness of solutions, and a new candidate for dark matter
Pedro G. S. Fernandes, Pedro Carrilho, Timothy Clifton, and David J. Mulryne
@article{Fernandes:2021ysi,author={Fernandes, Pedro G. S. and Carrilho, Pedro and Clifton, Timothy and Mulryne, David J.},title={{Black holes in the scalar-tensor formulation of 4D Einstein-Gauss-Bonnet gravity: Uniqueness of solutions, and a new candidate for dark matter}},eprint={2107.00046},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.104.044029},journal={Phys. Rev. D},volume={104},number={4},pages={044029},month=jul,year={2021}}
Gravity with a generalized conformal scalar field: theory and solutions
@article{Fernandes:2021dsb,author={Fernandes, Pedro G. S.},title={{Gravity with a generalized conformal scalar field: theory and solutions}},eprint={2105.04687},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.103.104065},journal={Phys. Rev. D},volume={103},number={10},pages={104065},month=may,year={2021}}
2020
Observational Constraints on the Regularized 4D Einstein-Gauss-Bonnet Theory of Gravity
Timothy Clifton, Pedro Carrilho, Pedro G. S. Fernandes, and David J. Mulryne
@article{Clifton:2020xhc,author={Clifton, Timothy and Carrilho, Pedro and Fernandes, Pedro G. S. and Mulryne, David J.},title={{Observational Constraints on the Regularized 4D Einstein-Gauss-Bonnet Theory of Gravity}},eprint={2006.15017},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.102.084005},journal={Phys. Rev. D},volume={102},number={8},pages={084005},month=jun,year={2020}}
Derivation of Regularized Field Equations for the Einstein-Gauss-Bonnet Theory in Four Dimensions
Pedro G. S. Fernandes, Pedro Carrilho, Timothy Clifton, and David J. Mulryne
@article{Fernandes:2020nbq,author={Fernandes, Pedro G. S. and Carrilho, Pedro and Clifton, Timothy and Mulryne, David J.},title={{Derivation of Regularized Field Equations for the Einstein-Gauss-Bonnet Theory in Four Dimensions}},eprint={2004.08362},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.102.024025},journal={Phys. Rev. D},volume={102},number={2},pages={024025},month=apr,year={2020}}
Charged black holes in AdS spaces in 4D Einstein Gauss-Bonnet gravity
@article{Fernandes:2020rpa,author={Fernandes, Pedro G. S.},title={{Charged black holes in AdS spaces in 4D Einstein Gauss-Bonnet gravity}},eprint={2003.05491},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1016/j.physletb.2020.135468},journal={Phys. Lett. B},volume={805},pages={135468},month=mar,year={2020}}
Einstein-Maxwell-scalar black holes with massive and self-interacting scalar hair
@article{Fernandes:2020gay,author={Fernandes, Pedro G. S.},title={{Einstein-Maxwell-scalar black holes with massive and self-interacting scalar hair}},eprint={2003.01045},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1016/j.dark.2020.100716},journal={Phys. Dark Univ.},volume={30},pages={100716},month=mar,year={2020}}
2019
Charged black holes with axionic-type couplings: Classes of solutions and dynamical scalarization
Pedro G. S. Fernandes, Carlos A. R. Herdeiro, Alexandre M. Pombo, Eugen Radu, and Nicolas Sanchis-Gual
@article{Fernandes:2019kmh,author={Fernandes, Pedro G. S. and Herdeiro, Carlos A. R. and Pombo, Alexandre M. and Radu, Eugen and Sanchis-Gual, Nicolas},title={{Charged black holes with axionic-type couplings: Classes of solutions and dynamical scalarization}},eprint={1908.00037},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1103/PhysRevD.100.084045},journal={Phys. Rev. D},volume={100},number={8},pages={084045},month=aug,year={2019}}
Spontaneous Scalarisation of Charged Black Holes: Coupling Dependence and Dynamical Features
Pedro G. S. Fernandes, Carlos A. R. Herdeiro, Alexandre M. Pombo, Eugen Radu, and Nicolas Sanchis-Gual
@article{Fernandes:2019rez,author={Fernandes, Pedro G. S. and Herdeiro, Carlos A. R. and Pombo, Alexandre M. and Radu, Eugen and Sanchis-Gual, Nicolas},title={{Spontaneous Scalarisation of Charged Black Holes: Coupling Dependence and Dynamical Features}},eprint={1902.05079},archiveprefix={arXiv},primaryclass={gr-qc},doi={10.1088/1361-6382/ab23a1},journal={Class. Quant. Grav.},volume={36},number={13},pages={134002},month=feb,year={2019}}