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Συμμετοχές σε Συνέδρια


  1. Διάλεξη στη Διεθνή Σεμιναριακή Σειρά "Proca Seminar Series", 28 Απριλίου, 2022 link here
  2. 11ο Πανελλήνιο Συνέδριο Γεωμετρίας, 31 Μαϊου - 2 Ιουνίου, 2013




  3. Μονογραφίες


    1. L. D. Raigorodski, P. C. Stavrinos, V. Balan. Introduction to the Physical Principles of Differential Geometry. Edited by the University of Athens ISBN 960-8468-33-7 (1999). First Edition (in Russian) Saint Petersburg (1996).
    2. S. Vacaru, P. C. Stavrinos. Spinors and Space - Time Anisotropy. Eds. University of Athens, (2002), p 305, and e-prints ArXiv: gr-qc 0112028. ISBN 960-8313-10-4.
    3. P. C. Stavrinos, V. Balan. Basic Elements of Relativity Theory. Eds. University of Athens, ISBN 960-8313-00-7, pp. 108, (2003)
    4. S. Vacaru ,P. C. Stavrinos, E. Gabourov and D. Gontsa. "Clifford and RiemanClifford Structures in Geometric Mechanics and Gravity". Eds. Geometry Balkan Press. pp.643. (2005)




    Δημοσιεύσεις


    1. E. Kapsabelis, E. Saridakis, P. Stavrinos, Randers-Sasaki gravity and cosmology, arXiv preprint arXiv:2312.15552 (2023)
    2. A. Triantafyllopoulos, E. Kapsabelis, P. Stavrinos, Raychaudhuri equations, Tidal forces and Weak field Limit in Schwarzshild-Finsler-Randers spacetime, Journal Universe, vol. 10, pub. MDPI (2024)
    3. C. Savvopoulos, P. Stavrinos, Anisotropic conformal dark gravity on the Lorentz tangent bundle spacetime, Phys. Rev. D 108, 044048 (2023)
    4. E. Kapsabelis, P. G. Kevrekidis, P. C. Stavrinos, A. Triantafyllopoulos. Schwarzschild–Finsler–Randers spacetime: geodesics, dynamical analysis and deflection angle Europ. Phys. Journal C (2022) 82: 1098,, link here (2022)
    5. P. C. Stavrinos, E. Saridakis. Editorial of Modified Theories of Gravity and Cosmological Applications Universe 8 (8), 415, link here (2022)
    6. E. Kapsabelis, A. Triantafyllopoulos, S. Basilakos, P. C. Stavrinos. Applications of the Schwarzschild–Finsler–Randers model Eur. Phys. J. C. (2021) 81:990, link here
    7. S. Konitopoulos, E. N. Saridakis, P. C. Stavrinos, A. Triantafyllopoulos. Dark Gravitational Sectors on a Generalized Scalar-Tensor Vector Bundle Model and Cosmological Applications Phys. Rev. D 104,0640182021 arXiv: 2104.08024 v1 [gr-qc] 16 Apr (2021)
    8. P. C. Stavrinos, S. Vacaru. Broken Scale Variants, Gravity Mass and Dark Energy in the Modified Einstein Gravity with two Measure Finsler-like Variables. Universe (2021), 7, 89
    9. A. Triantafyllopoulos, S. Basilakos, E. Kapsabelis, P. C. Stavrinos. Schwarzschild-like solutions in Finsler-Randers gravity. Eur. Phys. J. C(2020) 80: 1200
    10. P. C. Stavrinos, C. Savvopoulos. Dark Gravitational Field on Riemannian and Sasaki Spacetime. Universe, 28 Aug. (2020). 135.557.
    11. G. Papagiannopoulos, S. Basilakos, A. Paliathanasis, Supriya Pan, P. C. Stavrinos. Dynamics in Varying Vacuum Finsler-Randers Cosmology. Eur .Phys. J. C. (2020) 80.816
    12. A. Triantafyllopoulos, E. Kapsabelis, P. C. Stavrinos. Gravitational Field on the Lorentz Tangent Bundle: Generalized Paths and Field Equations. Eur.Phys.J.Plus (2020)
    13. S. Ikeda, E. N. Saridakis, P. C. Stavrinos, A. Triantafyllopoulos. Cosmology of Lorentz fiber-bundle induced scalar-tensor theories. Physical Review D 100 (12), 124035, (2019)
    14. G. Minas, E. N. Saridakis, P. C. Stavrinos, A.Triantafyllopoulos. Bounce cosmology in generalized modified gravities. (2019) Universe 5(3),74
    15. P. C. Stavrinos, S. Ikeda, M. Alexiou. On the Metric Structures and Connection Considerations of Gravitational Field in Finsler Spaces. (2018) Editorial, J Phys Res Appl Vol: 2 Issue: 1
    16. P. C. Stavrinos, A. Triantafyllopoulos. The Role of Finsler Geometry and its Extensions on the Structure of Gravitation and Cosmology. (2018) Review Article, Res Rep Math Vol: 2 Issue: 4
    17. A.Triantafyllopoulos, P. C. Stavrinos. Weak field equations and generalized FRW cosmology on the tangent Lorentz bundle, Classical and Quantum Gravity. (2018) Vol. 35.
    18. M. Alexiou, P. C. Stavrinos, S.Vacaru. Nonholonomic Ricci Flows of Riemannian Metrics and Lagrange-Finsler Geometry, Journal of Physical Mathematics. (2016) Volume 7.
    19. P. C. Stavrinos, M. Alexiou. Raychaudhuri equation in the Finsler–Randers space-time and generalized scalar-tensor theories, International Journal of Geometric Methods in Modern Physics. (2018) Vol. 15.
    20. G. Papagiannopoulos, S.Basilakos, A. Paliathanasis, S. Savvidou, P. C. Stavrinos. Finsler–Randers cosmology: dynamical analysis and growth of matter perturbation, Classical and Quantum Gravity. (2017) Vol.34.
    21. P. C. Stavrinos, O. Vacaru, S. Vacaru. Modified Einstein and Finsler like theories on tangent Lorentz bundles. International Journal of Modern Physics D 23 (11) (2014)
    22. S.Basilakos, A. P. Kouretsis, E. N. Saridakis, P. C.Stavrinos. Resembling dark energy and modified gravity with Finsler-Randers cosmology. Phys.Rev. D88 (2013) 123510
    23. A. Kouretsis, M. Stathakopoulos, P. C. Stavrinos. Relativistic Finsler geometry. Mathematical Methods in the Applied SciencesVolume 37, Issue 2, pp 223–229, 30 January (2014)
    24. S. Basilakos, P. C. Stavrinos. Cosmological equivalence between the Finsler-Randers space-time and the DGP gravity model. Phys.Rev. D87 (2013) 043506
    25. A. Kouretsis, M. Stathakopoulos, P. C. Stavrinos. Covariant kinematics and gravitational bounce in Finsler space-times. Phys.Rev. D86 (2012) 124025
    26. P. C. Stavrinos, S. Vacaru. "Cyclic and Ekpyrotic Universes in Modified Finsler Osculating Gravity onTangent Lorentz Bundles". Class.Quant.Grav. 30 (2013) 055012
    27. P. C. Stavrinos. General Relativity and Gravitation Vol44, No12, pp.3029. (2012).
    28. A. Kouretsis, M. Stathakopoulos, P. C. Stavrinos. Covariant Kinematics and Gravitational Bounce in Finsler Space-times. Physical Review D, V.86 124025 (2012)
    29. A. Kouretsis, M. Stathakopoulos, P. C. Stavrinos. Imperfect fluids, Lorentz violations, and Finsler Cosmology. Physical Review D, V.82, (2010)
    30. A. Kouretsis, M. Stathakopoulos, P. C. Stavrinos. General very special relativiy in Finsler Cosmology. Phys. Rev D , V79 , (2009).
    31. P. C. Stavrinos, Nonlinear Analysis. DOI : 10.1016/ j.na. 01-182 (2009)
    32. P. C. Stavrinos, A.Kouretsis, M. Stathakopoulos. General Relativity and Gravitation. DOI.1007/s 10714-007-0540-1.9 , pp.23 (2007).
    33. P. C. Stavrinos, S. Ikeda. Int. Jour. Of Theor. Physics. Vol. 45, No,4 , pp.763 (2006).
    34. P. C. Stavrinos, S. Ikeda. Int. Jour. Of Theor. Phys. Vol 43. No 2 pp. 437 (2004).
    35. P. C. Stavrinos, F. Diakogiannis. Gravitation and Cosmology. V.10 ,No 4 (40), pp1-11,(2004) Russian Gravitational Society.
    36. P. C. Stavrinos, S. Ikeda. Rev. Bul. Calcutta Math. Society, No1-2 pp. 11-20, (2000)
    37. P. C. Stavrinos. Remarks on the applications of Finsler geometry to space-time. (invited talk) Proc. of the Finsler Geometry Workshop at Mathematical Sciences Research Institute, June 3-7 (2002), Berkley, California, United States
    38. P. C. Stavrinos. Riemannian-Finslerian Deviations of Geodesics and Their Consequences for Physical Phenomena, Gravitation and Cosmology. Vol. 8 Supplement II (2002), pp. 151-157
    39. V. Balan, P. C. Stavrinos. On General Randers-Kropina Finslerian Metrics. Inter. workshop of Differential Geometry. Thessaloniki June (1997).
    40. P. C. Stavrinos. Deviations of Geodesics and Gravitational Waves in Finsler Spaces. Bulletin Calcutta Mathematical Society Inter.Symposium on Recent Advances in Mathematics and its Applications 9. pp1-12 (2001).
    41. P. C. Stavrinos, S. Ikeda. Variational Principle to the Generalized Scalar-Tensor Theory of Gravitation II. Bulletin of Calcutta Mathematical Society.
    42. V. Balan, P. C. Stavrinos, K. Trencevski. Weak Gravitational Models based on Beil Metrics. Proc. at the Conference of Applied Differential Geometry-General Relativity, Workshop Applied Differential Geometry, Lie Algebras-General Relativity. August 27-Sept 2,(2000), Thessaloniki, Greece
    43. P. C. Stavrinos, D. Nikolopoulos, N. Prezas. Finslerian Metric based on the Gravitational and Electromagnetic Fields. Memorile Sectiilor Stiintifice Sir. IV Tomuls XX 1997 Academia Rumana Buchurest pp. 9-15 (2000)
    44. P. C. Stavrinos, On the Linearized Field Theory of Finsler and Lagrange Spaces. Presented at the XII National Conference of Finsler and Lagrange Spaces, February 17-20, (2000) Bacau, Romania.
    45. P. C. Stavrinos, S. Ikeda. Finslerian Lie Variations for the Dust-Like Matter. Proc. at the Conference of Applied Differential Geometry-General Relativity, Workshop Applied Differential Geometry, Lie Algebras-General Relativity. August 27-Sept 2, Thessaloniki, Greece (2000)
    46. P. C. Stavrinos. Aspects of Gravitational and Electromagnetic Field Based on Finsler and Lagrange Geometry. Second International Conference on Basic Sciences.Second International Conference on Basic Sciences and Advanced Technology. Assiut Egypt. pp. 125-136 November 5-8, (2000)
    47. V. Balan, P.C. Stavrinos. Weak Gravitational Fields in Generalized Metric Spaces. Proc. at the Conference on Geometry and its applications in Technology. Workshop on Differential Geometry, Global Analysis and Lie Algebras, June 23-27, (1999), Thessaloniki, Greece.
    48. P. C. Stavrinos, S. Ikeda. Some Connections and Variational Principle to the Finslerian Scalar-Tensor Theory of Gravitation. Reports on Mathematical Physics. Volume 44, No. 1/2 pp. 221-230 (1999)
    49. P. C. Stavrinos, Gr. Tsagas. Special Normal Rectilinear Congruences. Review Bulletin Callcuta Mathematical Society, 7, (1) pp.7-10, (1999)
    50. G. H. Atanasiu, P..Stavrinos. Distinguished Linear Connections in the Einstein-Scrφdinger Geometry of the Second Order. Novisad J. Math., Vol. 29, No. 3, (1999), pp. 23-33, XII Yugoslav Geometric Seminar, Novisad, Octob. 8-11, (1998).
    51. P. C. Stavrinos, V. Niarchos. Lagrange Spaces of Gravity and Gauge Field Theories. Proc. The Second Conference of Balkan Society of Geometers Inter. Workshop on Global Analysis. Differential Geometry. Lie Algebras. Thessaloniki June (1998).
    52. V. Balan, P.C. Stavrinos. Stationary Curves and their Deviations in Higher Order Geometries. Anal. Stiint. Al. Univers. Al. I. Cuza, Tom XLIII. Mathem (1997), f2, pp. 235-248.
    53. V. Balan, P.C. Stavrinos. The study of Geodesics and of their Deviations in higher Order Geometries. Proc. 3rd Panhellenic Congress of Geometry. (1997), pp. 78-84.
    54. P. C. Stavrinos, V. Balan, N. Prezas, P. Manouselis. Spinor Bundle of Order Two on the Internal Deformed System. Proc. of the 25th National Conference in Geometry and Topology, Anal. Stin Univers. Al. I. Cuza Tom. XLIII, pp. 51-62, lassy, (1997)
    55. P. C. Stavrinos, V. Balan, N. Prezas. The field equations of generalized Conformally flat Spaces of Metric. New developments in Differential Geometry, editors L. Tamassy and J. Szente. Kluwer Acad. Publishers, (1996), pp. 373-377.
    56. P. C. Stavrinos, V. Balan, P. Manouselis, N. Prezas. Field Equations in Spaces with Metric. Generalized Conformally Flat Spaces. Rep. Math. Physics, Torun, Vol. 37, (1996), No 2, pp. 163-175.
    57. V. Balan, P. C. Stavrinos. Deviations of Geodesics in Fibered Finslerian Approach. P.L. Antonelli and R. Miron, Lagrange and Finsler Geometry, pp. 65-74. Kluwer Academic Publishers. Printed in the Netherlands, (1996).
    58. R. Miron, V. Balan, P. C. Stavrinos, Gr. Tsagas. Deviations of Stationary Curves in the Osculator Bundle of Second Order. The first Conference of the Balkan Society of Geometers, Bucharest Roamania, September 23-27, (1996).
    59. P. C. Stavrinos. Bianchi Identities, Yang-Mills and Higgs Field produced Deformed Bundle. Balkan J. Geom. Appl. 1 (1996), No. 1, pp. 75-82.
    60. P. C. Stavrinos, P. Manouselis. On the Differential Geometry of Non Localized Field Theory: Poincare Gravity. P. L. Antonelli and R.Miron (eds), Lagrange and Finsler Geometry , pp. 263 279. Kluwer Academic Publishers. Printed in the Netherlands.(1996).
    61. P. C. Stavrinos, P. Manouselis. Tensor and Spinor Equivalence on Generalized Metric Spaces on Tangent Bundles. The first Conference of the Balcan society of Geometers , Bucharest Romania , September 23 27 , (1996) .
    62. P. C. Stavrinos, N. Prezas, P. Manouselis, V. Balan. Development of Field Equations on an Internal Deformed System. Proc. of the 2nd Int. Workshop of Differential Geometry, An. Univ. Ovidius Costanza Vol. 3 (2), (1995) pp. 121-125.
    63. P. C. Stavrinos, S. Ikeda. A Geometrical Structure in the l-parameter family of Generalized Metric Spaces. Tensor N.S. Vol. 56 (1995), Japan pp. 158-165.
    64. P. C. Stavrinos, P. Manouselis. Nonlocalized Field Theory over Spinor Bundles: Poincare Gravity and Yang-Mills Fields. Reports on Mathematical Physics Vol. 36 (1995), pp. 439-447.
    65. V. Balan, Gh. Munteanu, P. C. Stavrinos. Generalized Gauge Asanov Equations on (M) Bundle. Proc. of the workshop on Dif. Geometry(1994), Thessaloniki pp. 219-225.
    66. P. C. Stavrinos, S. Koutroubis. Curvature and Lorentz Transformations of Spaces whose Metric Tensor Depends on Vector and Spinor variables. Tensor N.S. Vol. 55, (1994) pp. 11-19
    67. V. Balan, Gh. Munteanu, P. C. Stavrinos. Generalized Gauge Asanov Equations on (M) Bundle. Proc. of the workshop on Dif. Geometry (1994), Thessaloniki pp.21-32.
    68. P. C. Stavrinos. Generalized Finslerian Equation of Geodesic Deviations. Rep. Math. Physics, 32, (1993), No. 3, pp. 339-342
    69. P. C. Stavrinos, H. Kawaguchi. Deviation of Geodesics in The Gravitaional Field of Finslerian Space-time. (1993) March. Memoirs of Shonan Institute of Technology, Japan, Vol. 27, No 1, pp. 35-40.
    70. J. Constantopoulos, P.C. Stavrinos. Motions in a Continuously Deformed Background. Tensor N.S. Vol 51(1992) pp. 53 -58 .
    71. T. Patronis, P. C. Stavrinos. Fuzzy Equivalence and the Resulting Topology. Fuzzy Sets and Systems 46 (1992) pp.237-243. North-Holland.
    72. P. C. Stavrinos. Tidal forces in Vertical Spaces of Finslerian Space-time. Rep. Math. Physics, (1992), Vol. 31, No. 1, pp. 1-4.
    73. G. S. Asanov, P. C. Stavrinos. Finslerian Deviation of Geodesics over Tangent Bundle. Rep. On Math. Physics (1991) Vol. 30 No. 1, pp. 63-69.
    74. P. C. Stavrinos. Applications of Locally Convex Type Curvature on Physical Phenomena. General Relativity and Gravitation, Volume 1.
    75. P. C. Stavrinos. a Varying Space-Time Hypersurface with Finslerian Geometry. General Relativity and Gravitation, Volume 1.
    76. P. C. Stavrinos. The Curvature of Locally Convex Type on Folded Surfaces and its Relation with the Curvature of Gauss. Tensor, N.S. (1982), Vol. 39, pp. 148-150.