Publicações
Artigos completos publicados em periódicos
1. Costa, Sandro S. ; Ujevic, Maximiliano ; Santos, Alesandro Ferreira . A mathematical analysis of the evolution of perturbations in a modified Chaplygin gas model. General Relativity and Gravitation, v. 40, p. 1683-1703, 2008. [arXiv.org]
2. FURTADO, C. ; MARIZ, T. ; Nascimento, J. R. ; PETROV, A. Yu. ; SANTOS, A. F. . Gödel Solution in modified Gravity. Physical Review D (Cessou em 2003. Cont. 1550-7998 Physical review. D, Particles, Fields, Gravitation, and Cosmology), v. 79, p. 124039, 2009. [arXiv.org]
3. FURTADO, C. ; Nascimento, J.R. ; Petrov, A.Yu. ; Santos, A.F. . Dynamical Chern Simons modified gravity, Gödel Universe and variable cosmological constant. Physics Letters. B (Print), p. 494-497, 2010. [arXiv.org]
4. GOMES, M. ; MARIZ, T. ; Nascimento, J. R. ; PETROV, A. Yu. ; SANTOS, A. F. ; da Silva, A. J. . Free energy of Lorentz-violating QED at high temperature. Physical Review. D, Particles, Fields, Gravitation, and Cosmology, v. 81, p. 045013, 2010. [arXiv.org]
5. FURTADO, C. ; Nascimento, J. ; PETROV, A. ; SANTOS, A. F. . Horava-Lifshitz gravity and Gödel universe. Physical Review. D, Particles, Fields, Gravitation, and Cosmology, v. 84, p. 047702, 2011. [arXiv.org]
6. FURTADO, C. ; MARIZ, T. ; Nascimento, J. R. ; PETROV, A. Yu. ; SANTOS, A. F. . THE GÖDEL METRIC IN THE CHERN-SIMONS MODIFIED GRAVITY. International Journal of Modern Physics D, v. 18, p. 145-149, 2012. [arXiv.org]
7. SANTOS, A. F. . GÖDEL SOLUTION IN f(R, T) GRAVITY. Modern Physics Letters A, v. 28, p. 1350141, 2013. [arXiv.org]
8. SILVA, J. G. ; SANTOS, A. F. . Ricci dark energy in Chern-Simons modified gravity. European Physical Journal. C, Particles and Fields (Print), v. 73, p. 2500, 2013. [arXiv.org]
9. ULHOA, S. C. ; SANTOS, A. F. ; AMORIM, R. G. G. . ON THE ENERGY MOMENTUM FLUX IN GÖDEL-TYPE MODELS. Modern Physics Letters A, v. 10, p. 1350039, 2013. [arXiv.org]
10. ULHOA, S. C. ; AMORIM, R. G. G. ; SANTOS, A. F. . On non-commutative geodesic motion. General Relativity and Gravitation, v. 46, p. 1760, 2014. [arXiv.org]
11. SANTOS, A. F. ; JESUS, W. D. R. ; NASCIMENTO, J. R.; PETROV, A. YU. . Gödel solution in the bumblebee gravity. Modern Physics Letters A, v. 30, p. 1550011, 2015.[arXiv.org]
12. SANTOS, A. F. ; ULHOA, S. C. . On Gödel-type solution in Rastall's gravity. Modern Physics Letters A, v. 30, p. 1550039, 2015. [arXiv.org]
13. ULHOA, S. C. ; SANTOS, A. F. ; AMORIM, R. G. G. . On non-commutative correction of the Gödel-type metric. General Relativity and Gravitation, v. 47, p. 99, 2015. [arXiv.org]
14. SANTOS, A. F. ; FERST, C. J. . Gödel-type solution in f(R,T) modified gravity. Modern Physics Letters A, v. 30, p. 1550214, 2015. [arXiv.org]
15. SILVA, J. G. ; SANTOS, A. F. ; ULHOA, S. C. . On Friedmann-Robertson-Walker model in conformal teleparallel gravity. European Physical Journal. C, Particles and Fields (Print), v. 76, p. 167, 2016. [arXiv.org]
16. SANTOS, A. F.; KHANNA, FAQIR C. . Quantized gravitoelectromagnetism theory at finite temperature. International Journal of Modern Physics A, v. 31, p. 1650122, 2016. [arXiv.org]
17. PORFÍRIO, P.J. ; FONSECA-NETO, J.B. ; NASCIMENTO, J.R. ; PETROV, A.YU. ; RICARDO, J. ; SANTOS, A.F. . Chern-Simons modified gravity and closed timelike curves. Physical Review D, v. 94, p. 044044, 2016. [arXiv.org]
18. AGUDELO, J.A. ; Nascimento, J.R. ; Petrov, A.Yu. ; PORFÍRIO, P.J. ; Santos, A.F. . Gödel and Gödel-type universes in Brans-Dicke theory. Physics Letters. B, v. 762, p. 96-101, 2016. [arXiv.org]
19. Santos, A.F.; KHANNA, FAQIR C. . Casimir effect at finite temperature for pure-photon sector of the minimal Standard Model Extension. Annals of Physics, v. 375, p. 36-48, 2016.
20. Santos, A.F.; KHANNA, FAQIR C. . Standard Model Extension and Casimir effect for fermions at finite temperature. Physics Letters. B, v. 762, p. 283-287, 2016.
21. SANTOS, A. F.; KHANNA, FAQIR C. . Gravitational Casimir Effect at Finite Temperature. International Journal of Theoretical Physics, v. 55, p. 5356-5367, 2016. [arXiv.org]
22. SANTOS, A.F.; KHANNA, FAQIR C. . Aether field in extra dimensions: Stefan-Boltzmann law and Casimir effect at finite temperature. PHYSICAL REVIEW D, v. 95, p. 025021, 2017.
23. ULHOA, S. C. ; SANTOS, A. F. ; KHANNA, FAQIR C. . Scattering of fermions by gravitons. General Relativity and Gravitation, v. 49, p. 54, 2017.
24. SANTOS, A. F.; ULHOA, S. C. ; KHANNA, FAQIR C. . On Fermion-Graviton Scattering at Finite Temperature. International Journal of Theoretical Physics, v. 56, p. 1995, 2017.
25. ULHOA, S. C. ; SANTOS, A. F. ; KHANNA, FAQIR C. . Galilean covariance, Casimir effect and Stefan-Boltzmann law at finite temperature. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 32, p. 1750094, 2017.
26. SANTOS, A.F.; KHANNA, FAQIR C. . Lorentz violation in Bhabha scattering at finite temperature. PHYSICAL REVIEW D, v. 95, p. 125012, 2017.
27. SANTOS, A. F.; KHANNA, FAQIR C. . Casimir effect for the Higgs field at finite temperature. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 32, p. 1750132, 2017.
28. CHEKERKER, M. ; SANTOS, A. F. ; KHANNA, FAQIR C. ; LADREM, M. . Parity-Violating in e − e + Scattering at Finite Temperature. INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS, v. 56, p. 2838-2847, 2017.
29. GAMA, F. S. ; NASCIMENTO, J. R. ; PETROV, A.'YU. ; PORFÍRIO, P. J. ; SANTOS, A. F. . Gödel-type solutions within the f ( R , Q ) gravity. PHYSICAL REVIEW D, v. 96, p. 064020, 2017.
30. SANTOS, A F; KHANNA, FAQIR C . Gravitational Bhabha scattering. CLASSICAL AND QUANTUM GRAVITY, v. 34, p. 205007, 2017.
31. SANTOS, A. F.; KHANNA, FAQIR C. . Lorentz violation, gravitoelectromagnetic field and Bhabha scattering. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 33, p. 1850015, 2018.
32. SANTOS, A. F.; KHANNA, FAQIR C. . Lorentz violation, gravitoelectromagnetism and Bhabha scattering at finite temperature. MODERN PHYSICS LETTERS A, v. 33, p. 1850061, 2018.
33. JESUS, W. D. R. ; SANTOS, A. F. . On causality violation in Lyra Geometry. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS, v. 15, p. 1850143, 2018.
34. SANTOS, ALESANDRO F.; KHANNA, FAQIR C. . Lorentz Violation, Möller Scattering, and Finite Temperature. Advances in High Energy Physics, v. 2018, p. 1-7, 2018.
35. AMORIM, R. G. G. ; DA CRUZ FILHO, J. S. ; SANTOS, A. F. ; ULHOA, S. C. . Stefan-Boltzmann Law and Casimir Effect for the Scalar Field in Phase Space at Finite Temperature. Advances in High Energy Physics, v. 2018, p. 1-9, 2018.
36. AMORIM, R. G. G. ; DA CRUZ FILHO, J. S. ; SANTOS, A. F. ; ULHOA, S. C. . On scalar electromagnetism in phase space. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 33, p. 1850131, 2018.
37. SANTOS, A. F.; KHANNA, FAQIR C. . Gravitoelectromagnetism, Cherenkov radiation at finite temperature. MODERN PHYSICS LETTERS A, v. 34, p. 1950015, 2019.
38. SOUZA, P.R.A. ; Santos, A.F. ; ULHOA, S.C. ; KHANNA, F.C. . On Lorentz violation in e−+e+→μ+μ scattering at finite temperature. PHYSICS LETTERS B, v. 791, p. 195-200, 2019.
39. SANTOS, A. F.; KHANNA, FAQIR C. . Lorentz violation and gravitoelectromagnetism: Casimir effect and Stefan-Boltzmann law at finite temperature. EPL (EUROPHYSICS LETTERS), v. 125, p. 41002, 2019.
40. SANTOS, A. F.; KHANNA, FAQIR C. . Thermal corrections for gravitational Möller scattering. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 34, p. 1950044, 2019.
41. ULHOA, S. C. ; SANTOS, A. F. ; FURTADO, T. F. ; KHANNA, F. C. . On Gravitational Casimir Effect and Stefan-Boltzmann Law at Finite Temperature. Advances in High Energy Physics, v. 2019, p. 1-6, 2019.
42. JESUS, W. D. R. ; SANTOS, A. F. . Ricci dark energy in bumblebee gravity model. MODERN PHYSICS LETTERS A, v. 34, p. 1950171, 2019.
43. SANTOS, A. F.; KHANNA, FAQIR C. . Casimir effect and Stefan-Boltzmann law in Yang-Mills theory at finite temperature. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 34, p. 1950128, 2019.
44. CRUZ-FILHO, J. S. ; AMORIM, R. G. G. ; KHANNA, F. C. ; SANTANA, A. E. ; SANTOS, A. F. ; ULHOA, S. C. . Non-abelian Gauge Symmetry for Fields in Phase Space: a Realization of the Seiberg-Witten Non-abelian Gauge Theory. INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS, v. 58, p. 3203, 2019.
45. DE MORAES, W. A. G. ; SANTOS, A. F. . Lagrangian formalism for Rastall theory of gravity and Gödel-type universe. GENERAL RELATIVITY AND GRAVITATION, v. 51, p. 167, 2019.
46. DA SILVA, J. G. ; SANTOS, A. F. . Gödel and Gödel-type universes in k-essence theory. European Physical Journal Plus, v. 135, p. 22, 2020.
47. SANTOS, A. F.; RAMOS, J. ; KHANNA, FAQIR C. . Non-Abelian Gravitoelectromagnetism and Applications at Finite Temperature. Advances in High Energy Physics, v. 2020, p. 1-8, 2020.
48. JESUS, W. D. R. ; SANTOS, A. F. . Gödel-type universes in bumblebee gravity. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 35, p. 2050050, 2020.
49. SANTOS, A. F.; ULHOA, S. C. ; KHANNA, FAQIR C. . On Stefan-Boltzmann law and the Casimir effect at finite temperature in the Schwarzschild space-time. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 35, p. 2050066, 2020.
50. SANTOS, A. F.; ULHOA, S. C. ; KHANNA, FAQIR C. . Casimir effect and Stefan-Boltzmann law at finite temperature in a Friedmann-Robertson-Walker universe. INTERNATIONAL JOURNAL OF MODERN PHYSICS D, v. 29, p. 2050045, 2020.
51. ULHOA, S. C. ; SPANIOL, E. P. ; GOMES, R. ; SANTOS, A. F. ; SANTANA, A. E. . On Regular Black Holes at Finite Temperature. Advances in High Energy Physics, v. 2020, p. 1-9, 2020.
52. AMORIM, R. G. G. ; ULHOA, S. C. ; DA CRUZ FILHO, J. S. ; SANTOS, A. F. ; KHANNA, F. C. . Spin-1/2 Particles in Phase Space: Casimir Effect and Stefan-Boltzmann Law at Finite Temperature. Advances in High Energy Physics, v. 2020, p. 1-8, 2020.
53. SANTOS, A. F.; KHANNA, FAQIR C. . Gravitational Möller scattering, Lorentz violation and finite temperature. MODERN PHYSICS LETTERS A, v. 35, p. 2050213, 2020.
54. DOS SANTOS, ALESANDRO FERREIRA; KHANNA, FAQIR C. . Bhabha scattering in very special relativity at finite temperature. EUROPEAN PHYSICAL JOURNAL C, v. 80, p. 703, 2020.
55. ENS, P. S. ; SANTOS, A. F. . f(R) gravity and Tsallis holographic dark energy. EPL (EUROPHYSICS LETTERS), v. 131, p. 40007, 2020.
56. NASCIMENTO, J.'R. ; PETROV, A.'YU. ; PORFÍRIO, P. ; SANTOS, A.'F. . Gödel-type solutions in cubic Galileon gravity. PHYSICAL REVIEW D, v. 102, p. 104064, 2020.
57.GONÇALVES, J. S. ; SANTOS, A. F. . Gödel and Gödel-type solutions in the Palatini f(R,T) gravity theory. INTERNATIONAL JOURNAL OF MODERN PHYSICS D, v. 30, p. 2150014, 2021.
58. GONÇALVES, J. S. ; SANTOS, A. F. . A study on causality in f(R,-,X) theory. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 36, p. 2150009, 2021.
59. ULHOA, S. C. ; SANTOS, A. F. ; FURTADO, T. F. ; KHANNA, F. C. . On Hawking entropy revisited. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 36, p. 2150041, 2021.
60. SOUZA, P.R.A. ; Santos, A.F. ; KHANNA, FAQIR C. . Effects of the CPT-even and Lorentz violation on the Bhabha scattering at finite temperature. ANNALS OF PHYSICS, v. 428, p. 168451, 2021.
61. SANTOS, A. F.; ULHOA, S. C. ; FURTADO, T. F. ; KHANNA, FAQIR C. . On the temperature of gravitation in the de Sitter space-time. EUROPEAN PHYSICAL JOURNAL C, v. 81, p. 393, 2021.
62. SANTOS, A. F.; ULHOA, S. C. ; SPANIOL, E. P. ; KHANNA, FAQIR C. . On gravitational Stefan-Boltzmann law and Casimir effect in FRW universe. GENERAL RELATIVITY AND GRAVITATION, v. 53, p. 54, 2021.
63. PETRONILO, G. X. A. ; AMORIM, R. G. G. ; ULHOA, S. C. ; SANTOS, A. F. ; SANTANA, A. E. ; KHANNA, FAQIR C. . Size-effect at finite temperature in a quark-antiquark effective model in phase space. INTERNATIONAL JOURNAL OF MODERN PHYSICS A, v. 36, p. 2150121, 2021.
64. Santos, A.F.; KHANNA, FAQIR C. . Casimir effect in Very Special Relativity at finite temperature. ANNALS OF PHYSICS, v. 431, p. 168536, 2021.
65. GONÇALVES, JUNIOR ; SANTOS, ALESANDRO . Gödel-type solutions in hybrid metric-Palatini gravity. EPL, v. 136, p. 50002, 2021.
66. JESUS, W. D. R. ; SOUZA, P. R. A. ; SANTOS, A. F. ; KHANNA, FAQIR C. . Gravitational electron-positron scattering. European Physical Journal Plus, v. 137, p. 260, 2022.
67. SANTOS, A. F.; KHANNA, FAQIR C. . Temperature effects for electron+positron-----> mu+antimu scattering in very special relativity. European Physical Journal Plus, v. 137, p. 101, 2022.
68. FERREIRA, L.H.A.R. ; Santos, A.F. ; KHANNA, FAQIR C. . TFD formalism: Applications to the scalar field in a Lorentz-violating theory. PHYSICS LETTERS B, v. 824, p. 136845, 2022.
69. SANTOS, A. F.; KHANNA, FAQIR C. . Finite temperature applications in Gödel space-time. EUROPEAN PHYSICAL JOURNAL C, v. 82, p. 260, 2022.
70. SANTOS, A. F.; KHANNA, FAQIR C. . Corrections Due to Lorentz Violation, Finite Temperature, and Magnetic Field for the Casimir Effect of a Massive Scalar Field. International Journal of Theoretical Physics, v. 61, p. 96, 2022.
71. BUFALO, R. ; Santos, A.F. . Vacuum Cherenkov radiation at finite temperature. PHYSICS LETTERS B, v. 832, p. 137231, 2022.
Outras Produções Bibliográficas
1. GOMES, M. ; MARIZ, T. ; NASCIMENTO, J. R. S. ; SANTOS, A. F. ; PETROV, A. Yu. ; SILVA, A. J. da . Dynamical Lorentz symmetry breaking in a 4D four-fermion model at finite temperature, 2008 (e-print: arXiv.org).
2. FURTADO, C. ; Nascimento, J. R. ; PETROV, A. Yu. ; SANTOS, A. F. . Dynamical Chern-Simons modified gravity and Friedmann-Robertson-Walker metric, 2010 (e-print: arXiv.org).
3. FURTADO, C. ; Nascimento, J.R. ; PETROV, A. Yu. ; SANTOS, A. F. . The Aether-modified gravity and the Godel metric, 2011 (e-print: arXiv.org).
Divulgação Científica
A. F. Santos, Viagem no Tempo, uma possibilidade no Universo de Gödel, eBFIS 3 002-1(2014). Veja aqui.
A. F. Santos, Lorentz violation, Bhabha scattering and finite temperature. e-Boletim da Física 7, 7241 (2019) . Veja aqui.
Capítulos de livros publicados
1. Santos, A.F.. Lorentz violation, Bhabha scattering and finite temperature. In: Sérgio Costa Ulhoa; Ademir E. Santana; Aleksandr Nikolaievich Pinzul; Ronni G. G. de Amorim; Tarcísio Marciano R. Filho. (Org.). VII EFRAS - Escola de Física Roberto A. Salmeron. 1ed.São Paulo: Livraria da Física, 2019, v. , p. 9-22.
2. Santos, A.F.. Avaliação, um momento de aflição?. In: Débora Pedrotti Mansilla, Edna Lopes Hardoim, Irene Cristina de Mello.. (Org.). Série Docência no Ensino Superior ? Volume 1. 1ed.Cuiabá: EdUFMT, 2020, v. 1, p. 59-69.