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  4. Mihai Visinescu

Mihai Visinescu

DFT

3417 / 0214042335

mvisin@nipne.ro

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115

Scientific Articles

91

Conferences

25

Books

.

Patents

  1. Sasaki-Ricci flow and deformations of contact action-angle coordinates on spaces T(1,1) and Y(p,q)
    2. Mihai Visinescu

    Symmetry-Basel 13 (2021) 591

  2. Transverse Kahler Structures, Sasaki-Ricci flow, and holomorphic Hamiltonian vector fields on Sasaki-Einstein spaces T(1,1) and Y(p,q)
    3. Mihai Visinescu

    Physics AUC 30 (part II) (2020) 17-26

  3. Sasaki-Ricci flow on five-dimensional Sasaki-Einstein space T(1,1)
    4. Mihai Visinescu

    AIP Conf. Proc. 2218, 050001 (2020)

  4. Sasaki-Ricci flow on five-dimensional Sasaki-Einstein space Y(p,q)
    5. Mihai Visinescu

    Mod. Phys. Lett. A 35, 2050114 (2020)

  5. Transverse Kahler-Ricci flow and deformations of the metric on the Sasaki space T(1,1)
    6. V. Slesar, M. Visinescu, and G.-E. Vilcu

    Rom. Rep. Phys. 72 (2020) 108

  6. Transverse Kahler-Ricci solitons of five-dimensional Sasaki-Einstein spaces Y(p,q) and T(1,1)
    7. Mihai Visinescu

    Symmetry - Basel 12 (2020) 330

  7. Sasaki-Einstein space T(1,1), transverse Kahler-Ricci flow and Sasaki-Ricci soliton
    8. Mihai Visinescu

    IOP Conf. Series: J. Phys.: Conf. Series 1194 (2019) 012110

  8. Complete integrability of geodesics in Sasaki-Einstein space T(1,1) and its resolved conifold
    9. Mihai Visinescu

    Physics Atomic Nuclei 81 (2018) 971-975

  9. Integrability of the geodesic flow on the resolved conifolds over Sasaki-Einstein space T(1,1)
    10. Mihai Visinescu

    Mod. Phys. Lett. A 33 (2018) 1850107 , 11 pages

  10. Sasaki-Ricci flow on Sasaki-Einstein space T(1,1) and deformations
    11. Mihai Visinescu

    Intern. J. Modern Phys. A 33 (2018) 1845014

  11. Action-angle approach to the geodesic motions in the homogeneous Sasaki-Einstein space T(1,1)
    12. Mihai Visinescu

    Journal of Physics: Conf. Series 804 (2017) 012042

  12. Action-angle variables for geodesic motions in Sasaki-Einstein spaces Y(p,q)
    13. Mihai Visinescu

    Prog. Theor. Exp. Phys. 2017, 013A01 (10 pages)

  13. Complete integrability of geodesics in Sasaki-Einstein space Y(p,q) via action-angle variables
    14. Mihai Visinescu

    J. Physics: Conf. Series 845 (2017) 012021

  14. Complete integrability of geodesics in toric Sasaki-Einstein spaces T(1,1) and action-angle variables
    15. Mihai Visinescu

    AIP Conf. Proc. 1796 (2017) 020001-8

  15. Contact Hamiltonian systems and complete integrability
    16. Mihai Visinescu

    AIP Conf. Proc. 1916 (2017) 020002

  16. Hidden symmetries in Sasaki-Einstein geometries
    17. Vladimir Slesar, Mihai Visinescu and Gabriel Eduard Vilcu

    Physics Atomic Nuclei 80 (2017) 801-807

  17. Complete integrability of geodesics in toric Sasaki-Einstein spaces
    18. Mihai Visinescu

    Journal of Physics: Conference Series 670 (2016) 012051

  18. Integrability of geodesics and action-angle variables in Sasaki-Einstein space T(1,1)
    19. Mihai Visinescu

    Eur. Phys. J . C 76 (2016) 498

  19. Toric data and Killing forms on homogeneous Sasaki-Einstein manifold T(1,1)
    20. V. Slesar, M. Visinescu and G. E. Vilcu

    Rom. Journ. Phys. 61 (2016) 260-275

  20. Complete integrability of geodesic motion in Sasaki-Einstein toric Y(p,q) spaces
    21. E. M. Babalic and M. Visinescu

    Mod. Phys. Lett. A 30 (2015) 1550180

  21. Hidden symmetries on toric Sasaki-Einstein spaces
    22. V. Slesar, M. Visinescu and G. E. Vilcu

    EPL 110 (2015) 31001

  22. Symplectic potential, complex coordinates and hidden symmetries on toric Sasaki-Einstein spaces
    23. V. Slesar, M. Visinescu and G. E. Vilcu

    Proc. Romanian Acad. A 16 (2015) 505-512

  23. Toric data, Killing forms and complete integrability of geodesics in Sasaki-Einstein spaces Y(p,q)
    24. V. Slesar, M. Visinescu and G. E. Vilcu

    Annals of Physics 361 (2015) 548--562

  24. Killing forms and toric Sasaki-Einstein spaces
    25. Vladimir Sesar, Mihai Visinescu, and Gabriel Eduard Vilcu

    Journal of Physics: Conference Series 563 (2014) 012033

  25. Killing forms on toric Sasaki-Einstein spaces
    26. Mihai Visinescu

    Facta Universitatis (Nis), Physics, Chemistry and Technology 12 (2014) 189-199

  26. Magnetic Bianchi type II string cosmological model in loop quantum cosmology
    27. Victor Rikhvitsky, Bijan Saha, and Mihai Visinescu

    Astrophys. Space Sci. 352 (2014) 255-261

  27. Special Killing forms on toric Sasaki-Einstein manifolds
    28. Vladimir Sesar, Mihai Visinescu, and Gabriel Eduard Vilcu

    Physica Scripta 89 (2014) 125205

  28. Special Killing forms on toric Sasaki-Einstein spaces
    29. Mihai Visinescu

    AIP Conf. Proc. 1634 (2014) 24-29

  29. Hidden symmetries of Sasaki-Einstein metrics on S^2 x S^3
    30. Mihai Visinescu

    AIP Conf. Proc. 1564 (2013) 10-15

  30. Hidden symmetries on Kerr-NUT-(A)dS metrics of Einstein-Sasaki type
    31. Mihai Visinescu

    J. Phys.: Conference Series 411 (2013) 012030

  31. Killing forms on 5D Sasaki-Einstein spaces
    32. Mihai Visinescu

    Rom. Journ. Phys. 58 (2013) 675-682

  32. Killing forms on Kerr-NUT-(A)dS spaces of Einstein-Sasaki type
    33. Mihai Visinescu

    Journ. Geom. Symm. Physics 30 (2013) 93-104

  33. Transversal Killing and twistor spinors associated to the basic Dirac operators
    34. A. M. Ionescu, V. Slesar, M. Visinescu, G.-E.Vilcu

    Rev. Math. Phys. 25 (2013) 1330011

  34. Bianchi type-I string cosmological model in the presence of a magnetic field: classical versus loop quantum cosmology approach
    35. B. Saha, V. Rikhvitsky, M. Visinescu

    Astrophys. Space Sci. 339 (2012) 371-377

  35. First integrals of motion in a gauge covariant framework, Killing-Maxwell system and quantum anomalies
    36. M. Visinescu

    Phys. Atomic Nuclei 75 (2012) 1299-1304 [Yadernaia Fizika 75 (2012) 1370-1375]

  36. Hamiltonian reduction and unfolding of dynamical systems with gauge symmetries
    37. M. Visinescu

    Phys. Atomic and Nuclei 43 (2012) 717-719

  37. Hidden symmetries of Euclideanised Kerr-NUT-(A)dS metrics in certain scaling limits
    38. M. Visinescu, G.-E. Vilcu

    SIGMA 8 (2012) 058

  38. Higher order first integrals, Killing tensors and Killing-Maxwell system
    39. M. Visinescu

    J. Phys.: Conference Series 343 (2012) 012126

  39. Killing forms on the five-dimensional Einstein-Sasaki Y(p,q) spaces
    40. M. Visinescu

    Mod. Phys. Lett. A 27 (2012) 1250217

  40. Killing-Yano tensors of rank three and Lax pair tensors
    41. A. Visinescu, M. Visinescu

    Rom. J. Phys. 57 (2012) 1002-1010

  41. Covariant approach of the dynamics of particles in external gauge fields, Killing tensors and quantum gravitational anomalies
    42. Mihai Visinescu

    SIGMA 7 (2011) 037 (14 pages)

  42. Hidden symmetries in a gauge covariant approach
    43. M. Visinescu

    Annals of the Univ. Craiova - Physics 21 (2011) 131-138

  43. Hidden symmetries in a gauge covariant approach, Hamiltonian reduction and oxidation
    44. Mihai Visinescu

    Mod. Phys. Lett. A 26 (2011) 2719-2730

  44. Higher order conserved quantities in a gauge covariant framework
    45. Mihai Visinescu

    AIP Conf. Proc. 1387 (2011) 45-50

  45. Higher order first integrals and quantum gravitational anomalies
    46. Anca Visinescu, Mihai Visinescu

    J. Phys.: Conference Series 314 (2011) 012039 (4 pages)

  46. Bianchi type-I model with cosmic string in the presence of a magnetic field: spinor description
    47. B. Saha, M. Visinescu

    Int. J. Theor. Phys. 49 (2010) 1411-1421

  47. Bianchi type-I string cosmological model in the presence of a magnetic flux: exact and qualitative solutions
    48. B. Saha, V. Rikhvitsky and M. Visinescu

    Cent. Eur. J. Phys. 8 (2010) 113-119

  48. Bianchi type-VI model with cosmic strings in the presence of a magnetic field
    49. B. Saha, M. Visinescu

    Rom. J. Phys. 55 (2010) 1064-1074

  49. Cosmological string model in the presence of a magnetic field: spinor approach and quantum loop effects
    50. M. Visinescu, B. Saha

    Rom. J. Phys. 55 (2010) 645-655

  50. Hidden symmetries and Killing tensors on curved spaces
    51. S. Ianus, M. Visinescu, G. E. Vilcu

    Physics of Atomic Nuclei 73 (2010) 1925-1930; [Yadernaia Fizika 73 (2010) 1977-1982]

  51. Hidden conformal symmetries and quantum gravitational anomalies
    52. M. Visinescu

    EPL-Europhys. Lett. 90 (2010) 41002

  52. Higher order first integrals of motion in a gauge covariant Hamiltonian framework
    53. M. Visinescu

    Mod. Phys. Letters A 25 (2010) 341-350

  53. Nonlinear symmetries on spaces admitting Killing tensors
    54. M. Visinescu

    Commun. Nonlinear Sci. Numer. Simulat. 15 (2010) 823-834

  54. A string cosmological model of Bianchi type-I in the presence of a magnetic flux
    55. M. Visinescu, B. Saha and V. Rikhvitsky

    AIP Conference Proceedings 1131 (2009) 11-16

  55. Bianchi type-I string cosmological model in the presence of a magnetic field: classical and quantum loop approaches
    56. M. Visinescu

    Rom. Rep. Phys. 61 (2009) 427-435

  56. Conformal Killing-Yano tensors on manifolds with mixed 3-structures
    57. S. Ianus, M. Visinescu and G.-E. Viilcu

    SIGMA 5 (2009) 022

  57. Non-standard symmetries and Killing tensors
    58. M. Visinescu

    Journal of Physics: Conference Seies 189 (2009) 012044

  58. Bianchi type I magnetic string cosmological model
    59. Bijan Saha and Mihai Visinescu

    Physics AUC (Annals University Craiova), Volume 18, Pages 46-52 (2008)

  59. Hidden symmetries and Dirac-type operators
    60. Mihai Visinescu

    Rom. J. Phys. , Volume 53, 1213-1218 (2008)

  60. Non-standard supersymmetries on spaces admitting Killing-Yano tensors
    61. Mihai Visinescu

    J. Phys. A: Math. Theor., Volume 41, 164072 (8pp) (2008)

  61. Nonholonomic Ricci flows and running cosmological constant: 3D Taub-NUT metrics
    62. Sergiu Vacaru and Mihai Visinescu

    Rom. Rep. Phys. , Volume 60, pages 251-270 (2008)

  62. String cosmological model in the presence of a magnetic flux
    63. Bijan Saha and Mihai Visinescu

    Astrophys. Space Sci, Volume 315, Pages 99-104 (2008)

  63. Superalgebra of Dirac-type operators of the Euclidean Taub-NUT space
    64. Ion I. Cotaescu and Mihai Visinescu

    Fortschr. Phys., Volume 56, 400-405 (2008)

  64. Superalgebras of the Dirac operators on manifolds admitting Killing-Yano tensors
    65. Ion I. Cotaescu and Mihai Visinescu

    Buletinul Institutului Politehnic, Iasi, Seria Matematica-Fizica, Volume 3-4 (2008)

  65. A note on Klein-Gordon equation in a generalized Kaluza-Klein monopole
    66. E.Radu and M.Visinescu

    Mod.Phys.Lett. A, Volume 22, Pages 1621-1634 (2007)

  66. Infinite loop superalgebras of the Dirac theory on the Euclidean Taub-NUT space
    67. I.I.Cotaescu and M.Visinescu

    J.Phys.A:Math.Theor., Volume 40, Pages 11987-11999 (2007)

  67. Nonholonomic Ricci flows and running cosmological constant: 4D Taub-NUT metrics
    68. S.I.Vacaru and M.Visinescu

    Int.J.Mod.Phys.A, Volume 22, Pages 1135-1159 (2007)

  68. Bel-Robinson energy tensors in Bianchi type I spacetime
    69. V. Rikhvitsky, B. Saha, M. Visinescu

    Analele Univ. Vest Timisoara, Seria Fizica, vol. XLVIII, Pages 87-94 (2006)

  69. Bel-Robinson tensor and dominant energy property in the Bianchi type I Universe
    70. Bijan Saha, Victor Rikhvitsky and Mihai Visinescu

    Mod. Phys.Lett. Volume A 21, 847-861 (2006)

  70. Bianchi type-I cosmological model and Bel-Robinson energy tensors
    71. V. Rikhvitsky, B. Saha, M. Visinescu

    Physics AUC (Craiova) vol. 16 (part II), Pages 109-116 (2006)

  71. Dirac operators on Kahlerian manifolds
    72. I. I. Cotaescu, M. Visinescu

    Facta Univesitatis}, Nis, Serbia, Volume 4, 247-259(2006)

  72. Fermions and quantum anomalies on generalized Taub-NUT spaces
    73. I. I. Cotaescu, M. Visinescu

    Analele Univ. Iasi (2006), LI-LII, 128-138

  73. Fermions on curved spaces, symmetries, and quantum anomalies
    74. M. Visinescu

    SIGMA, Volume 2, Paper 083, (2006)

  74. Finitness of the L^2-index of the Dirac operator of generalized Euclidean Taub-NUT metrics
    75. S. Moroianu, M. Visinescu

    J. Phys. A:Math. Gen. Volume 39, 6575-6581 (2006)

  75. Infinite-dimensional operator superalgebras of the Dirac theory on the background of the Gross-Perry-Sorkin monopole
    76. Ion I. Cotaescu, Mihai Visinescu

    Rom. J. Phys. , Volume 51, 685-697 (2006)

  76. Superalgebras of Dirac operators on manifolds with special Killing-Yano tensors
    77. I. I. Cotaescu, M. Visinescu

    Fortschr. Phys. Volume 54, 1142-1164 (2006)}

  77. Bel-Robinson tensor for the Bianchi type I Universe
    78. B. Saha, V. Rikhvitsky, M.Visinescu

    Rom. Rep. Phys. , Volume 57, 518-530 (2005)

  78. Dirac particles on curved spaces and quantum anomalies for generalized Taub-NUT metrics
    79. M. Visinescu

    Annals of the Univ.Craiova, Volume 15, 45-49 (2005)

  79. Dirac-type operators on curved spaces and the role of the Killing-Yano tensors
    80. M. Visinescu

    Theor. Math. Phys. Volume 144, 1054-1052 (2005)

  80. Quantum anomalies for generalized Euclidean Taub-NUT metrics
    81. I. I. Cotaescu, S. Moroianu, M. Visinescu

    J. Phys. A:Math. Gen. Volume 38, 7005-7019 (2005)

  81. Ricci flow equation in two dimensions and the linearization approach
    82. M. Visinescu

    Analele Univ. Vest Timisoara, Seria Fizica, vol. 46, Pages 45-55 (2005)

  82. Special solutions for Ricci flow equation in $2D$ using the linearization approach
    83. S. A. Carstea, M. Visinescu

    Modern Physics Lett. Volume A20, 2393-3002 (2005)

  83. Symmetries of the Dirac operators associated with covariantly constant Killing-Yano tensors
    84. I. I. Cotaescu, M. Visinescu

    Classical Quantum Gravity, Volume 21, 11-28 (2004)

  84. The induced representation of the isometry group of the Euclidean Taub-NUT space and new spherical harmonics
    85. I. I. Cotaescu, M. Visinescu

    Modern Physics Lett. Volume A19, 1397-1409 (2004)

  85. Dirac operators on Taub-NUT space: Relationship and discrete transformations
    86. I. I. Cotaescu, M. Visinescu

    General Relativity and Gravitation, Volume 35, 389-400 (2003)

  86. Geometrie si gravitatie
    87. M. Visinescu

    Academica, Volume 11, 64-66 (2003)

  87. Some applications of Riemannian submersions in physics
    88. M. Falcitelli, S. Ianus, A. M. Pastore and M. Visinescu

    Rom. J. Phys., Volume 48, 627-639 (2003)

  88. Dirac-type operators on curved spaces
    89. M. Visinescu

    Ovidius University Annals of Physics, Volume 3, 23-26 (2002)

  89. Fermions in Taub-NUT background
    90. M. Visinescu

    Int. Journ. Mod. Phys., Volume A17, 1049-1054 (2002)

  90. Hierarchy of Dirac, Pauli and Klein-Gordon conserved operators in Taub-NUT background
    91. I. I. Cotaescu, M. Visinescu

    Journal Math. Phys., Volume 43, 2978-2987 (2002)

  91. Spinning particles and Dirac operators in Taub-NUT background
    92. M. Visinescu

    Rom. J. Phys., Volume 47, 519-530 (2002)

  92. Spinning particles, Dirac-type operators on curved spaces and the role of Killing-Yano tensors
    93. M. Visinescu

    Annals of the Univ.Craiova, Volume 12, 40-54 (2002)

  93. Dynamical algebra and Dirac quantum modes in the Taub-NUT background
    94. I. I. Cotaescu, M. Visinescu

    Class. Quantum Gravity, Volume 18, 3383-3393 (2001)

  94. Non-existence of f-symbols in generalized Taub-NUT spacetimes
    95. I. I. Cotaescu, M. Visinescu

    J. Phys. A: Math. Gen., Volume 34, 6459-6464 (2001)

  95. Runge-Lenz operator for Dirac field in Taub-NUT background
    96. I. I. Cotaescu, M. Visinescu

    Phys. Lett., Volume B502, 229-234 (2001)

  96. The Dirac field in Taub-NUT background
    97. I. I. Cotaescu, M. Visinescu

    Int. Journ. Mod. Phys., Volume A16, 1743-1758 (2001)

  97. Generalized Taub-NUT metrics and Killing-Yano tensorsM
    98. M. Visinescu

    J. Phys. A: Math. Gen., Volume 33, 4383-4391 (2000)

  98. Schrodinger quantum modes on the Taub-NUT background
    99. I. I. Cotaescu, M. Visinescu

    Mod. Phys. Lett., A15, 145-157 (2000)

  99. Supersymmetries and constants of motion in Taub-NUT spinning space
    100. D. Vamanu, M. Visinescu

    Fortschr. Phys., Volume 47, 493-514 (1999)

  100. Spinning particles in Taub-NUT space
    101. D. Vamanu, M. Visinescu

    Phys. Rev., Volume D57, 3790-3793 (1998)

  101. Generalized Killing equations for spinning spaces and the role of Killing-Yano tensors
    102. M. Visinescu

    Nucl. Phys. (Proc. Suppl.), Volume 56B, 142-147 (1997)

  102. Generalized Killing equations and Taub-NUT spinning space
    103. D. Vamanu, M. Visinescu

    Phys. Rev., Volume D54, 1398-1402 (1996)

  103. Generalized Runge-Lenz vector in Taub-NUT spinning space
    104. M. Visinescu

    Phys. Lett., Volume B339, 28-34 (1994)

  104. Geodesic motion in Taub-NUT spinning space
    105. M. Visinescu

    Classical Quantum Gravity, Volume 11, 1867-1879 (1994)

  105. Kaluza-Klein theory with scalar fields and generalized Hopf manifolds
    106. S. Ianus, M. Visinescu

    Clasical and Quantum Gravity, Volume 4, 1317-1325 (1987)

  106. Massless Kaluza-Klein gauge elds and space-time compacti cation induced by scalars
    107. Mihai Visinescu

    Europhys. Lett. 4 (1987) 767-770

  107. Space-time compacti cation induced by nonlinear sigma models, gauge fields and submersions
    108. Mihai Visinescu

    Czech. J. Phys. B37 (1987) 525-528

  108. Spontaneous compactification induced by nonlinear scalar dynamics, gauge fields and submersions
    109. S. Ianus, M. Visinescu

    Classical and Quantum Gravity, Volume 3, 889-896 (1986)

  109. The soft momentum quark model predictions for the pseudoscalar meson decays into lepton pair
    110. M.D.Scadron and M.Visinescu

    Phys.Rev D, Volume 29, Pages 911-918 (1984)

  110. Omega^- and Sigma^+ -->p gamma nonleptonic weakdecays via current algebra, partial conservation of axial-vector current, and the quark model
    111. M. Scadron, M. Visinescu

    Phys. Rev., Volume D28, 1117-1124 (1983)

  111. Meron solution of the sigma model and singular harmonic maps
    112. Gr. Ghika, M. Visinescu

    Zeitschrift fur Physik, Volume C11, 353-357 (1982)

  112. Four dimensional sigma model coupled to the metric tensor field
    113. Gr. Ghika, M. Visinescu

    Nuovo Cimento, Volume 59B, 59-74 (1980)

  113. Zeta function regularization of the one loop effective potential
    114. Gr. Ghika, M. Visinescu

    Nuovo Cimento, Volume 46A, 25-36 (1978)

  114. Perturbation approach to the field theory, dressing and divergences
    115. M. I. Shirokov, M. Visinescu

    Rev. Roum. Phys., Volume 19, 461-472 (1974)

  115. Contact term for omega --> 3 pi decay in Veneziano model
    116. M. Visinescu

    Progr. Theor. Phys. 39 (1969) 1085-1086

  1. Sasaki-Ricci flow and contact action-angle coordinates on spaces T(1,1) and Y(p,q)
    2. Mihai Visinescu

    TIM20-21 Physics Conference , UVT Timisoara, November 11-13, 2021 (2021)

  2. Transverse Kaehler structures and holomorphic Hamiltonian vector fields on Sasaki-Einstein spaces T(1,1) and Y(p,q)
    3. Mihai Visinescu

    Workshop Quantum Fields and Nonlinear Phenomena, Craiova, Romania, September 27-29, 2020 (2020)

  3. Sasaki-Ricci flow on five-dimensional Sasaki-Einstein space T(1,1)
    4. Mihai Visinescu

    Physics Conference TIM 19, Timisoara, 29-31 May 2019 (2019)

  4. Sasaki-Ricci flow on the Sasaki-Einstein space T(1,1)
    5. Mihai Visinescu

    10th Mathematical Physics Meeting, Belgrade, September 9-14, 2019 (2019)

  5. Transverse Kahler-Ricci flow and deformed Sasaki-Einstein space T(1,1)
    6. Mihai Visinescu

    Joint Workshop and SEENET-MTP Scientific Advisory Committee Meeting, ICTP Trieste, Italia, October 20-23, 2019 (2019)

  6. Transverse Kahler-Ricci flow on the Sasaki space T(1,1)
    7. Mihai Visinescu

    The XXVI International Conference on Integrable Systems and Quantum Symmetries, Prague, 8- 12 July 2019 (2019)

  7. Action-angle variables for geodesic motion on resolved metric cones over 5-dimensional space T(1,1)
    8. Mihai Visinescu

    SEENET-MTP Balkan Workshop BW2018, Nis,Serbia, 10-14 June 2018 (2018)

  8. Integrability of the geodesic flow on the resolved conifolds over Sasaki-Einstein space T(1,1)
    9. Mihai Visinescu

    The XII-th International Conference of Differential Geometry and Dynamical Systems, Mangalia, Romania, 30 August - 2 September 2018 (2018)

  9. Integrability of the geodesic flow on the resolved cones over five-dimensional Sasaki-einstein space T(1,1)
    10. Mihai Visinescu

    The 11-th Workshop Quantum Field Theory and Hamiltonian Systems, Sinaia, 18-22 April 2018 (2018)

  10. Integrability of the geodesic flow on the resolved cones over Sasaki-Einstein space T(1,1)
    11. Mihai Visinescu

    The 32-nd Colloquium on Group Theoretical Methods in Physics, Prague, 9-13 July 2018 (2018)

  11. Integrability of the hamiltonian flow on the resolved cones over Sasaki-Einstein space T(1,1)
    12. Mihai Visinescu

    TIM 18 International Physics Conference, Timisoara, 24-26 May 2018 (2018)

  12. Complete integrability and action-angle variables in toric contact spaces
    13. Mihai Visinescu

    XVII International Conference on Symmetry Methods in Physics, Yerevan, Armenia, 10-15 July 2017 (2017)

  13. Complete integrability in toric contact geometry
    14. Mihai Visinescu

    9th Mathematical Physics Meeting, Belgrade, Serbia, September 18-23, 2017 (2017)

  14. Generalized action-angle variables in toric contact spaces
    15. Mihai Visinescu

    Physics Conference TIM 17 , Univ. West Timisoara, 25-27 May, 2017 (2017)

  15. Action-angle variables for geodesic motions in toric Sasaki-Einstein spaces
    16. Mihai Visinescu

    XXIV-th International Conference on Integrable Systems and Quantum Symmetries, ISQS-24, Prague, 13-19 June 2016 (2016)

  16. Action-angle variables in toric Sasaki-Einstein spaces
    17. Mihai Visinescu

    TIM 2016 International Physics Conference, TIM 15-16, Timisoara, 26-28 May 2016. (2016)

  17. Complete integrability of geodesics Action-angle in toric Sasaki-Einstein space T(1,1) and action-angle variables
    18. M

    The X-th International Conference of Differential Geometry and Dynamical Systems, DGDS-2016, Mangalia, 29 August - 1 September 2016 (2016)

  18. Complete integrability of geodesics and action-angle variables in toric Sasaki-Einstein spaces
    19. Mihai Visinescu

    The 10-th Workshop Quantum Field Theory and Hamiltonian Systems ( QFTHS); Sinaia, 9-13 March 2016. (2016)

  19. Complete integrability of geodesics in toric Sasaki-Einstein spaces
    20. Mihai Visinescu

    The 10-th Biennial Conference on Classical and Quantum Relativistic Dynamics of particles and Fields, IARD 2016, Ljubljana, Slovenia, 6-9 June 2016. (2016)

  20. Complete integrability of geodesic motion in Sasaki-Einstein toric spaces
    21. M. Visinescu

    p-ADIC Mathematical Physics and its Applications, p-ADICS.2015, Belgrade, 7-12 September 2015 (2015)

  21. Hidden symmetries on toric Sasaki-Einstein spaces
    22. M. Visinescu

    XXIII-th International Conference on Integrable Systems and Quantum Symmetries, ISQS-23, Prague, 22-28 June 2015 (2015)

  22. Killing tensors on toric Sasaki-Einstein spaces
    23. M. Visinescu

    International Symposium on Quantum Theory and Symmetries, QTS-9, Yerevan, 13-18 July 2015 (2015)

  23. Killing forms on toric Sasaki-Einstein spaces
    24. Vladimir Sesar, Mihai Visinescu, and Gabriel Eduard Vilcu

    XXII-th International Conference on Integrable Systems and Quantum Symmetries ISQS-22, Prague, 23-29 June 2014 (2014)

  24. Killing-Yano tensors and superintegrability on Sasaki-Einstein spaces
    25. Mihai Visinescu

    TIM 2014 International Physics Conference TIM-14, Timisoara, 20-22 November 2014 (2014)

  25. Killing-Yano tensors on toric Sasaki-Einstein spaces
    26. Mihai Visinescu

    International Conference 8th MATHEMATICAL PHYSICS MEETING, Belgrade, Serbia, 24-31 September 2014 (2014)

  26. Superintegrability in toric Sasaki-Einstein spaces
    27. Mihai Visinescu

    The 9-th Workshop Quantum Field Theory and Hamiltonian Systems QFTHS, Sinaia, 24-28 September 2014 (2014)

  27. Hidden symmetries of higher-dimensional black holes with Sasaki-Einstein metrics
    28. Anca Visinescu, Mihai Visinescu

    2-nd Mediterranean Conference on Classical and Quantum Gravity, Veli Losinj, Croatia, 9-15 June 2013 (2013)

  28. Killing forms on toric Sasaki-Einstein spaces
    29. Mihai Visinescu

    Balkan Workshop BW2013, Vrnjacka Banja, Serbia, 25-29 April 2013 (2013)

  29. Special Killing forms on toric Sasaki-Einstein spaces
    30. Mihai Visinescu

    Physics Conference Tim-13, Timisoara, 21-24 November 2013 (2013)

  30. Hidden symmetries of higher dimensional Kerr-NUT-(A)dS spaces
    31. M. Visinescu

    International Conference Integrability, Recursion Operators and Soliton Interactions VSG-67, Sofia, 29-31 August 2012 (2012)

  31. Hidden symmetries on Kerr-NUT-(A)dS metrics of Einstein-Sasaki type
    32. M. Visinescu

    XX-th International Conference on Integrable Systems and Quantum Symmetries ISQS-20, Prague, 17-24 June 2012 (2012)

  32. Killing forms of higher dimensional Kerr-NUT-(A)dS metrics
    33. M. Visinescu

    The 8-th Workshop Quantum Field Theory and Hamiltonian Systems QFTHS, Craiova, 19-22 September 2012 (2012)

  33. Killing forms on Einstein-Sasaki and Calabi-Yau spaces
    34. M. Visinescu

    International Physics Conference TIM-12, Timisoara, 27-30 November 2012 (2012)

  34. Hidden symmetries in a gauge covariant approach, Hamiltonian reduction and oxidation
    35. Mihai Visinescu

    International Physics Conference TIM-11, West University of Timisoara, Romania, 24-27 November 2011 (2011)

  35. Hidden symmetries, Killing tensors and quantum gravitational anomalies
    36. Mihai Visinescu

    Supersymmetries and Quantum Symmetries, SQS2011, Dubna, 18-23 July 2011 (2011)

  36. Hidden symmetries, Staeckel-Killing and Killing-Yano tensors
    37. Mihai Visinescu

    Balkan Summer Institute, BSW-2011, Donji Milanovac, Serbia, 19-31 August 2011 (2011)

  37. Higher order first integrals, Killing-Yano tensors and Killing-Maxwell system
    38. Mihai Visinescu

    Quantum Theory and Symmetries 7, QTS-7, Prague, 7-13 August 2011 (2011)

  38. Hidden symmetries and in a gauge covariant approach
    39. M. Visinescu

    National Conference on Theoretical Physics NCTP 2010, Iasi, Romania, 23-25 June 2010 (2010)

  39. Hidden symmetries and Killing-Maxwell system
    40. M. Visinescu

    International Physics Conference TIM - 10, West University of Timisoara, Romania, 25 - 27 November 2010 (2010)

  40. Hidden symmetries and quantum gravitational anomalies
    41. M. Visinescu

    7th Spring School and Workshop on Quantum Field Theory and Hamiltonian Systems, Calimanesti, Romania, 10-15 May 2010 (2010)

  41. Hidden symmetries and quantum gravitational anomalies
    42. M. Visinescu

    International Conference on Symmetries and Integrability of Difference Equations SIDE-9, Varna, Bulgaria, 13-19 June 2010 (2010)

  42. Higher order symmetries and gravitational anomalies
    43. A. Visinescu, M. Visinescu

    Spanish Relativity Meeting ERE2010, Granada, Spain, 6-10 September 2010 (2010)

  43. Higher order symmetries: gauge covariant approach and gravitational anomalies
    44. M. Visinescu

    International Conference on Symmetry Methods in Physics SYMPHYS-XIV, Tsakhkadzor, Armenia, 16-22 August 2010 (2010)

  44. Higher order symmetries: gauge covariant Hamiltonian approach and quantum gravitational anomalies
    45. M. Visinescu

    International Conference 6th MATHEMATICAL PHYSICS MEETING , Belgrade, Serbia, 14-23 September 2010 (2010)

  45. A string cosmological model of Bianchi type-I in the presence of a magnetic field
    46. M. Visinescu

    International Conference on Cosmological Magnetic Fields, Ascona, Switzerland (2009) (2009)

  46. Bianchi type-I cosmological model in the presence of a magnetic field: classical and quantum loop approaches
    47. A. Visinescu and M. Visinescu

    Marcel Grossmann Meeting MG12, Paris (2009) (2009)

  47. Bianchi type-I cosmological model: classical and quantum loop approaches
    48. M. Visinescu

    FTEM 2009, Iasi, May 2009 (2009)

  48. Bianchi type-I model with cosmic strings in the presence of a magnetic field: spinor description
    49. M. Visinescu and B. Saha

    Physics Conference TIM-09, Timisoara (2009) (2009)

  49. Bianchi type-I string cosmological models with viscous fluid
    50. B. Saha, V. Rikhvitsky and M. Visinescu

    Second Summer School Modern Theoretical Problems of Gravitation and Cosmology, Kazan-Yalchik, Russia (2009) (2009)

  50. Conformal Killing-Yano tensors on higher dimensional spacetimes endowed with special structures
    51. M. Visinescu, S. Ianus, A. Visinescu and G.-E. Vilcu

    Marcel Grossmann Meeting MG12, Paris (2009) (2009)

  51. Higher order first integrals of motion in a gauge covariant framework
    52. M. Visinescu

    Physics Conference TIM-09, Timisoara (2009) (2009)

  52. Bianchi type I magnetic string cosmological model
    53. Bijan Saha and Mihai Visinescu

    Workshop on QFT and Hamiltonian Systems, Calimanesti, Romania, May 2008 (2008)

  53. Bianchi type I magnetic string cosmological model
    54. Bijan Saha, Victor Rikhvitsky and Mihai Visinescu

    Physics Conference TIM-08, Timisoara, November 2008 (2008)

  54. Bianchi type I string cosmological model in the presence of a magnetic field
    55. Bijan Saha, Victor Rikhvitsky and Mihai Visinescu

    National Conference of Physics, Magurele, Bucharest, September 2008 (2008)

  55. Conformal Killing-Yano tensors on manifolds with mixed 3-structures
    56. Stere Ianus, Mihai Visinescu and Gabriel-Eduard Viilcu

    The XVIIth International Colloquium on Integrable Systems and Quantum Symmetries, Prague, June 2008 (2008)

  56. Dirac-type operators on curved spaces
    57. Mihai Visinescu

    Selected problems of modern theoretical physics, Dubna, June 2008 (2008)

  57. Hidden symmetries and Dirac-type operators
    58. Mihai Visinescu

    Third National Conference of Theoretical Physics, Busteni, Romania, June 2008 (2008)

  58. Hidden symmetries and Killing tensors on curved spaces
    59. Mihai Visinescu

    XXVII International Colloquium on Group Theoretical Methods in Physics, Yerevan, August 2008 (2008)

  59. Non-standard symmetries and Killing tensors
    60. Mihai Visinescu

    NEB-XIII Conference Recent Developments in Gravity, Thessaloniki, Greece, June 2008 (2008)

  60. Non-standard symmetries and quantum anomalies
    61. Anca Visinescu and Mihai Visinescu

    SCADRON70 Workshop on Scalar Mesons and Related Topics, Lisbon, Portugal, February 2008 (2008)

  61. Nonlinear symmetries on spaces admitting Killing tensors
    62. Mihai Visinescu

    International Workshop on New Trends in Science and Technology, NTST-08, Ankara, November 2008 (2008)

  62. From Dirac monopoles to Kac-Moody superalgebras
    63. I. I, Cotaescu and M. Visinescu

    TIM-07, Timisoara, 23-24 November 2007 (2007)

  63. Non-standard supersymmetries on spaces admitting Killing-Yano tensors
    64. M.Visinescu

    QFEXT 2007, Leipzig, September 2007 (2007)

  64. Non-standard symmetries and Killing-Yano tensors
    65. M. Visinescu

    ERE2007, Tenerife, Spain, September 2007 (2007)

  65. Spinning particles on curved spacetimes
    66. M.Visinescu

    Workshop BW2007, Djerdap, Serbia, September 2007 (2007)

  66. Superalgebras of Dirac operators on manifolds admitting Killing-Yano tensors
    67. M. Visinescu

    SQS 07, JINR, Dubna, Russia, August 2007 (2007)

  67. Superalgebras of Dirac operators on manifolds admitting Killing-Yano tensorsKilling-Yano tensors
    68. I. I. Cotaescu and M. Visinescu

    FARPhys 2007, Iasi, October 2007 (2007)

  68. Bel-Robinson energy tensors in Bianchi type I spacetime
    69. V. Rikhvitsky, B. Saha, M. Visinescu

    TIM - 06 Conference, Timisoara, November 2006 (2006)

  69. Fermions on curved spaces, symmetries and quantum anomalies
    70. M. Visinescu

    IV Summer School in Modern Mathematical Physics, Belgrade, September 2006 (2006)

  70. Fermions on curved spaces, symmetries, and quantum anomalies
    71. M. Visinescu

    Conferinta Nationala de Fizica Aplicata, Galati, 9-10 iunie 2006 (2006)

  71. New special solutions of the Ricci flow equation in two dimensions using a linearization approach
    72. Anca Visinescu, M. Visinescu

    11-th International Marcel Grossman Meeting, Berlin, iulie 2006 (2006)

  72. Quantum anomalies for generalized Euclidean Taub-NUT metrics
    73. Mihai Visinescu, Anca Visinescu

    11-th International Marcel Grossman Meeting, Berlin, iulie 2006 (2006)

  73. Dirac operators on Kahlerian manifolds
    74. I. I. Cotaescu, M. Visinescu

    BW2005 Workshop Mathematical, Theoretical and Phenomenological Challenges beyond the Standard Model, Vrnjacka Banja, Serbia (2005) (2005)

  74. Fermions and quantum anomalies on generalized Taub-NUT spaces
    75. I. I. Cotaescu, M. Visinescu

    International Symposium Einstein 100, Iasi (2005) (2005)

  75. General relativity and quantum gravity
    76. M. Visinescu

    International Workshop of Applied Physics, IWAP-05, Constanta, 2005 (2005)

  76. Gravitational and axial anomalies for generalized Euclidean Taub-NUT metrics
    77. M. Visinescu

    SQS-05 Workshop Supersymmetries and quantum symmetries, JINR, Dubna (2005) (2005)

  77. Quantum anomalies in gravitational interactions
    78. M. Visinescu

    Conferinta Nationala de Fizica, Bucuresti, 2005 (2005)

  78. Ricci flow equations in two dimensions and the linearization approach
    79. M. Visinescu

    TIM-05 Workshop, Timisoara (2005) (2005)

  79. Dirac particles on curved spaces and quantum anomalies for generalized Taub-NUT metrics
    80. M. Visinescu

    The 4-th School and Workshop on QFT and Hamiltonian Systems, Calimanesti (2004) (2004)

  80. Dirac type operators on curved spaces
    81. M. Visinescu

    Conferinta Nationala de Fizica, Pitesti, 2004 (2004)

  81. Symmetries and supersymmetries of the Dirac-type operators on Euclidean Taub-NUT space
    82. I. I. Cotaescu, M. Visinescu

    The International Workshop on Global Analysis and Applied Mathematics, Ankara, Turkey, 15 - 17 April 2004 (2004)

  82. Symmetries of the Dirac type operators on curved spaces
    83. M. Visinescu

    The 17-th International Conference on General Relativity and Gravitation, Dublin, Ireland (2004) (2004)

  83. Dirac-type operators on curved spaces
    84. M. Visinescu

    The XII International Conference Selected Problems of Modern Physics, JINR, Dubna (2003) (2003)

  84. Fermions on curved spaces
    85. M.Visinescu

    The Meeting Education and Research, Bucharest (2003) (2003)

  85. Research in quantum field theories and gravitation
    86. M. Visinescu

    Round-table meeting Romania at JINR, Dubna, 6th June 2003 (2003)

  86. Symmetries and supersymmetries of the Dirac-type operators on curved spaces
    87. M. Visinescu

    The Sixth International Conference Symmetry in Nonlinear Mathematical Physics, Kiev, 20-26 June 2003 (2003)

  87. Symmetries and supersymmetries of the Dirac-type operators on curved spaces
    88. M. Visinescu

    The 27th Spanish Relativity Meeting Gravitational Radiation - ERE 2003, Alicante, Spain, 11-13 September 2003 (2003)

  88. Symmetries and supersymmetries of the Dirac-type operators on Euclidean Taub-NUT space
    89. I. I. Cotaescu, M. Visinescu

    The BW2003 Workshop Mathematical, Theoretical and Phenomenological Challenges beyond the standard model, Vrnjacka Banja, Serbia and Muntenegru, 29 August - 03 September 2003 (2003)

  89. Symmetries of the Dirac-type operators in curved spaces
    90. M. Visinescu

    The Fifth General Conference of the Balkan Physical Union, BPU-5, Vrnjacka Banja, Serbia and Muntenegru, 25-29 August 2003 (2003)

  90. Some applications of Riemannian submersions in physics
    91. M. Visinescu

    First National Romanian Conference on Theoretical Physics, 13-16 September 2002, Bucharest (2002)

  91. Spinning particles, Dirac-type operators on curved spaces and the role of Killing-Yano tensors
    92. M. Visinescu

    Spring School and Workshop on QFT andHamiltonian Systems, Calimanesti, 6-12 May 2002 (2002)

  1. Proceedings of the 9th MATHEMATICAL PHYSICS MEETING, September 18-23, 2017, Belgrade, 2018,, eds. B. Dragovich, I. Salom, M. Vojinovic, pp.309--317 M. Visinescu
    2. M. Visinescu

    2018

  2. Proceedings of the 8th MATHEMATICAL PHYSICS MEETING, August 24-31, 2014, Belgrade, 2015,, eds. B. Dragovich, I. Salom, pp.191-198
    3. M. Visinescu

    2015

  3. Advances in Mathematical and Theoretical Physics, Facta Universitatis, Nis, Vol. 12, eds. B. Dragovich, A. Morozov, Lj. Nesic, M. Visinescu
    4. M. Visinescu

    2014

  4. Bianchi type-I cosmological string model in the presence of a magnetic field: classical and quantum loop approaches in Proceedings of the Twelfth Marcel Grossmann Meeting, World Scientific, Singapore, 2011, pp. 1465-1467
    5. A. Visinescu, M. Visinescu

    2011

  5. Conformal Killing-Yano tensors on higher dimensional spacetimes endowed with special structure in Proceedings of the Twelfth Marcel Grossmann Meeting, World Scientific, Singapore, 2011, pp. 1970-1973
    6. M. Visinescu, S. Ianus, A. Visinescu, G.-E. Vilcu

    2011

  6. Higher order symmetries: gauge covariant Hamiltonian approach and quantum gravitational anomalies in Proceedings of the 6th Mathematical Physics Meeting, Eds. B. Dragovich, Z, Rakic, Institute of Physics, Belgrade, 2011, pp. 321-332
    7. M. Visinescu

    2011

  7. Bianchi type-I string cosmological model with viscous fluid, in Theoretical Problems of Gravitation and Cosmology, Ed. Yu. G. Ignatiev, Kazan University (2009), pp. 114-117
    8. B. Saha, V. Rikhvitsky and M. Visinescu

    2009

  8. Dirac type operators, in Problems of Modern Physics, Eds. B. M. Barbashov and S. M. Eliseev, JINR , Dubna (2009), pp.259-261
    9. M. Visinescu

    2009

  9. SCADRON70 Workshop on Scalar Mesons and Related Topics, AIP Conference Proceedings, vol. 1030, eds. G. Rupp, F. Kleefeld, E. van Beveren, B. Hiller, P. Bicudo, (AIP, Melville, New York, 2008), pp.232-237
    10. Anca Visinescu and Mihai Visinescu

    2008

  10. Spanish Relativity Meeting Encuentros Relativistas Espanoles ERE2007, Volume 30, eds. A. Oscoz, E. Mediavilla, M. Serra-Ricart (EDP Sciences, Les Ulis, France, 2008), pp. 253-256
    11. Mihai Visinescu

    2008

  11. The Eleventh MARCEL GROSSMANN MEETING, eds. H. Kleinert, R. Jantzen (World Scientific, Singapore, 2008), pp. 1335-1337
    12. Anca Visinescu and Mihai Visinescu

    2008

  12. The Eleventh MARCEL GROSSMANN MEETING, eds. H. Kleinert, R. Jantzen (World Scientific, Singapore, 2008), pp. 2556-2558
    13. Mihai Visinescu and Anca Visinescu

    2008

  13. Fermions on curved spaces, symmetries, and quantum anomalies, in Sixth International Conference of the Balkan Physical Union, AIP Conference Proceedings vol. 899, 2007, pag. 371-372
    14. M. Visinescu

    2007

  14. Proceedings of the 4th Summer School in Modern Mathematical Physics, eds.B.Dragovich, Z. Rakic (Institute of Physics, Belgrade, 2007) pp. 411-422
    15. Mihai Visinescu

    2007

  15. Symmetries and supersymmetries of the Dirac operators in curved space-times in Frontiers in General Relativity and Quantum Cosmology Research, Ed. V.H.marselle, Nova Science, New York (2007), pages 109-166
    16. I. I. Cotaescu, M. Visinescu

    2007

  16. Gravitational and axial anomalies for generalized Euclidean Taub-NUT metrics, in Proceedings of the SQS-05 Workshop Supersymmetries and quantum symmetries, JINR, Dubna (2005)
    17. M. Visinescu

    2006

  17. Ricci flow equations in two dimensions and the linearization approach, in Proceedings of the TIM-05, Univ. de Vest, Timisoara (2006)
    18. M. Visinescu

    2006

  18. Symmetries and supersymmetries of the Dirac-type operators on curved spaces, in Proceedings of the ERE -2003 Meeting, Alicante, Spain p. 195-200 (2003)
    19. M. Visinescu

    2004

  19. Symmetries and supersymmetries of the Dirac-type operators on curved spaces, in Proceedings of the Sixth International Conference Symmetry in Nonlinear Mathematical Physics, Kiev, 20-26 June 2003, Proceedings of Institute of Mathematics of NAS of Ukraina, Volume 50, 601-608 (2004)(2004)
    20. M. Visinescu

    2004

  20. Symmetries and supersymmetries of the Dirac-type operators on Euclidean Taub-NUT space, in Proceedings of the BW2003 Workshop Mathematical, Theoretical and Phenomenological Challenges beyond the standard model, World Scientific, Singapore p.186-196 (2004) Vrnjacka Banja, Serbia and Muntenegru, 29 August - 03 September 2003, Ed. G. Djordjevic ; World Scientific (Singapore) 186-196 (2004)
    21. I. I. Cotaescu, M. Visinescu

    2004

  21. Symmetries and supersymmetries of the Dirac-type operators on Euclidean Taub-NUT space, in Proceedings of the International Workshop on Global Analysis and Applied Mathematics, Ankara, Turkey (2004), AIP Conference Proceedings, New York , Volume 729, p.124-130 (2004)Applied Mathematics
    22. I. I. Cotaescu, M. Visinescu

    2004

  22. Dirac-type operators on curved spaces, in Proceedings of the XII International Conference Selected Problems of Modern Physics, JINR, Dubna, 8-11 June 2003, Eds. B. M. Barbashov, G. V. Efimov, A.V.Efremov, S. M. Eliseev, V. V. Nesterenko and M. K. Volkov,, 350-354 (2003) of Modern Physics
    23. M. Visinescu

    2003

  23. Fermions on curved spaces, in Proceedings of the Meeting Education and Research, Bucharest, 26-28 September 2003, Ed. M. Logofatu, 324-327 (2003)
    24. M. Visinescu

    2003

  24. Research in quantum field theories and gravitation, in Proceedings of the round-table meeting Romania at JINR, Dubna, 6th June 2003, p. 28-32 (2003)
    25. M.Visinescu

    2003

  25. Symmetries of the Dirac-type operators in curved spaces, in Proceedings of the Fifth General Conference of the Balkan Physical Union, BPU-5, Vrnjacka Banja, Serbia and Muntenegru, 25-29 August 2003, Eds. S. Jokic, I. Milosevic, A. Balaz, Z. Nicolic, pag. 47-52 (2003)
    26. M. Visinescu

    2003

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