Curriculum Vitae

Mohammad-Vahid TAKOOK

Professor of Theoretical Physics

Razi University, IRAN

2015



Contents

1 General information
   1.1 Situation
   1.2 Education
   1.3 Teaching in B.Sc. Course
   1.4 Teaching in M.Sc. Course
   1.5 Teaching in Ph.D. Course
   1.6 Ph.D. Supervised
   1.7 Ph.D. Co-Supervised
   1.8 Participation in Conferences
   1.9 Invited for Seminars or Researches

2 Publications 
   2.1 Theses
   2.2 Journal Papers
   2.3 Submitted Publications
   2.4 Conference Papers
   2.5 In Preparation
   2.6 Research Reports
   2.7 Book Manuscripts



1 General information

1.1          Situation
 
Names: Mohammad-Vahid TAKOOK
 
Date of Birth: 24/04/1965
 
Nationality: Iranian
 
Place of Birth (City and Country): Kermanshah- IRAN
 
Marital Status: Married
 
Number of Children: Two
 
Full Name and Address of Institutes:
 
1.   Department of Physics, Razi University, Post Code 67149, Kermanshah, IRAN.
 
2.   Plasma Physics Research Center, Islamic Azad University, P.O.BOX 14835-157, Tehran, IRAN.
 
E-Mail: takook@razi.ac.ir, mtakook@yahoo.com.
 
1.2       Education
 
1.   Ph.D., Theoretical Physics, 1997,
 
specialization in: Theorie quantique des champs pour des systemes elementaires \massifs" et de 'masse nulle" sur l'espace- temps de de Sitter,
 
from University of Paris VI, Paris, France, Supervisor: Professor J. P. Gazeau.
 
2.   M.Sc.(DEA), Theoretical Physics, 1994,
 
specialization in: Monte Carlo Computations in Lattice Gauge Theories, from Dept. of Theoretical Physics, Ecole Normal Superieure, Paris, France.
 
3.   M.Sc., Theoretical Physics, 1991,
 
specialization in: Zeta Function Regularization of Casimir E ect for two-parallel Plates, from Dept. of Physics, Teheran University, Teheran.


1.3       Teaching in B.Sc. Course
 
1.   Classical Mechanic I
 
2.   Quantum Mechanic I
 
3.   Classical Mechanic II
 
4.   Quantum Mechanic II
 
5.   Philosophies of Science
 
     6.   Statistical Physics

 
1.4       Teaching in M.Sc. Course
 
1.   Advance Quantum Mechanic I
 
2.   Statistical Mechanics
 
3.   Advance Quantum Mechanic II
 
4.   General Relativity I
 
5.   Quantum Field Theory I
 
1.5       Teaching in Ph.D. Course
 
1.   Relativistic Quantum Mechanic
 
2.   General Relativity II
 
3.   Quantum Field Theory I
 
4.   Quantum Field Theory II
 
5.   Gauge Theory of Elementary Particle Physics
 
6.   Quantum Field Theory in Curved Space
 
7.   Di erential Geometry
 
8.   Group Representation Theory
 
9.   Quantum Cosmology
 
1.6       Ph.D. Supervised
 
1.   A. Pahlavan: Super-symmetry in de Sitter Space, (2004).
 
2.   S. Moradi: Dirac eld and thermal e ects in de Sitter space, (2005).
 
3.   M. R. Tanhayi: Conformally Invariant Wave Equations in de Sitter Space-time, (2006).
 
4.   S. Behrozi: Quantum gravity in de Sitter Space, (2007)
 
5.   M. Naseri: Casimir E ect in Krein Space Quantization (2008).
 
6.   M. Dehghani: Massless quantum elds in de Sitter space, (2008).
 
7.   M. Mohsenzadeh Ganji: Power Spectrum in Krein Space Quantization (2009).
 
8.   A. Sojasi: Krein space quantization e ects on the CMB anisotropy, (2010).
 
9.   A. Refaei: QED e ective action in Krein space quantization, (2011).

    10. A. Zarei: Magnetic anomaly in Krein space quantization, (2011).
 
  11. B. Forghan: Calculation of the Anomalous Magnetic Moment in Krein Space Quantiza-tion, (2012).
 
  12. A. Azizi: Spin-32   elds in de Sitter space time, (2012)
 
  13. N. Fatahi: Conformally covariant vector-spinor eld in de Sitter space, (2014)
 
1.7       Ph.D. Co-Supervised
 
1.   F. Payandeh: Free Fields Quantization IN Krein Space, (2009)
 
2.   O. Jalili: Gravitational Wave Detection by Bounded Cold Electronic Plasma in a Long Pipe, (2010).
 
1.8       Participation in Conferences
 
1.   XXI International Colloquium on group theoretical Methods in physics,
 
15-20 July, 1996, Goslar, Germany,
Spin 12   eld theory in de Sitter space-time.
 
2.   Notional Conference on Cosmology and Astronomy
 
11-13 August, 1998, Department of Physics, Razi University Quantum Cosmology.
 
3.   Sixth International Wigner Symposium 16-22 August, 1999, Istanbul, Turkey
 
Covariant two-point function for linear gravity in de Sitter space.
 
4.   Notional Conference on Cosmology,
 
2 November 2000, Department of Physics, Sharif University of Technology, Principle of Inde nite Metric Quantization and Quantum Gravity.
 
5.   XXIII International Colloquium on group theoretical Methods in physics, 31 July- 5 August 2000, Dubna, Russia,
 
Krein Quantum Field Theory.
 
6.   2nd Internatinal Symposium Quantum Theory and Symmetries 18-21 July 2001, Krakow, Poland,
 
Quantum Field Theory in Absence of positivity condition.
 
7.   2nd ISPM Workshop on Particles and Cosmology
 
Modern Trends in Gravity, Cosmology and Particle Physics September 9-14, 2002, Tbilisi, Georgia
 
Linear Quantum Gravity in de Sitter Space.
 
1.9       Invited for Seminars or Researches:
 
1.   Institute for Studies in Theoretical Physics and Mathematics, November 1997, Teheran, Iran,
 
Quantum Field Theory in Curved Space Time (de Sitter Space).
 
2.   Plasma Physics Research Centre, Islamic Azad University, November 1998, Teheran, Iran,
 
Minimally coupled scalar elds in de Sitter space.
 
3.   Laboratoire de Physique Theorique de la Matiere Condensee, Universit Paris 7 Denis-Diderot,
 
March 1999, Paris, France (one month) , \Massive" spin-2 eld in de Sitter space.
 
4.   Institute for Studies in Theoretical Physics and Mathematics, July 2000, Teheran, Iran,
 
Quantum Field Theory and Negative Norm States.
 
5.   Laboratoire de Physique Theorique de la Matiere Condensee, Universit Paris 7 Denis-Diderot,
 
Jan 2000, Paris, France, (one month), Liner quantum gravity in de Sitter space.
 
6.   Laboratoire de Physique Theorique de la Matiere Condensee, Universit Paris 7 Denis-Diderot,
 
September 2001, Paris, France (one month), Inde nite Metric Quantization.
 
7.   Groupe de physique des particules, Universit de Montral, Montral, Qubec
 
Sabbatical year 2008-2009, Montral, Qubec (one year).


2         Publications
 
2.1       Theses:
 
1.   Theorie quantique des champs pour des systemes elementaires \massifs" et de
\masse nulle" sur l'espace- temps de de Sitter,
Ph.D. dissertation, University of Paris VI, Paris, September 1997.
 
2.   Monte Carlo Computations in Lattice Gauge Theories,
 
M.Sc. (DEA) thesis, Dept. of Theoretical Physics, Ecole Normal Superieure, Paris, September 1994.
 
3.   Zeta Function Regularization of Casimir E ect for two-parallel Plates,
 
M.Sc. thesis, Dept. of Physics, Teheran University, Teheran, September 1991.
 
2.2       Journal Papers:


     1. Gupta-Bleuler quantization for minimally coupled scalar elds in de Sitter space,

         coauts. J-P. Gazeau and J. Renaud,
Class. Quantum Grav., 17(2000)1415

    2. \Massive" vector eld in de Sitter space, coaut. J-P. Gazeau,
 J.Math. Phys., 41(2000) 5920

    3. Dirac Fields and thermal e ects in the de Sitter universe, coauts. P. Bartesaghi, U. Moschella,
 
        and J-P. Gazeau , Class.  Quantum Grav., 18(2001)4373

    4. Covariant two point function for minimally coupled scalar eld in de Sitter space-time,
 
         Mod. Phys. Lett. A, 16(2001)1691

    5. Negative Norm States in de Sitter Space and QFT without Renormalization Procedure,
 
        Int. J. Mod. Phys. E, 11 (2002)509, gr-qc/0006019

    6. Comment On: \Massive" vector eld in de Sitter space, coaut. T. Garidi and J-P. Gazeau,
   
        J.Math. Phys., 43(2002)6379

    7. Massive spin-2 eld in de Sitter space, coauts. T. Garidi and J-P. Gazeau,

        J.Math. Phys., 44 (2003)3838

    8. de Sitter space and Inde nite Metric Quantization , coauts. S. Rouhani,
 
        J.Sciences Is. Azad U., 13 (2003)939
 
    9. Tree-level Scattering Amplitude in de Sitter Space, coauts. S. Rouhani,

        EuroPhys. lett., 68 (2004)15

    10. A Natural Renormalization of the One-Loop E ective Action for scalar eld in curved space-time,

          Int. J. Mod. Phys. E ,14 (2005)219

    11. Two-point function , coauts. S. Rouhani,
J.Sciences Is. Azad U., 15(2005)56

    12. Abelian Gauge Theory in de Sitter space, coauts. S. Rouhani, 
 Mod. Phys. Lett. A, 20(2005)2387

    13. Discrete Symmetries for spinor Field in de Sitter Space, coaut. S. Moradi and S. Rouhani.

        Phys. Lett. B., 613(2005) 74

    14. N = 1 de Sitter Supersymmetry Algebra, coauts. A. Pahlavan ,

          S. Rouhani. Phys. Lett. B., 627(2005) 217

    15. Conformal invariance wave equations in de Sitter space, coaut. S. Behroozi,

          S. Rouhani and M. R. Tanhayi,Phys. Rev D  74 124014 (2006), gr-qc/0512105,

    16. Casimir E ect In Krein Space Quantization, coaut. H. Khosravi, M. Naseri and S. Rouhani,  
   
          Phys. Lett. B., 615(2006) 743, gr-qc/0604036

    17. Erratum to: Discrete Symmetries for spinor Field in de Sitter Space,
 
          coauts. S. Rouhani.
 Phys. Lett. B., 658(2008) 284

    18. \'Massless' vector eld in de Sitter universe" coaut. T. Garidi, J. P. Gazeau, S. Rouhani

           J.Math. Phys. 49, 032501 (2008), arXiv:gr-qc/0608004.

    19. Conformally invariant 'massless' spin-2 eld in the de Sitter universe coaut. M. Dehghani,
 
           S. Rouhani and M. R. Tanhayi,
Phys. Rev. D 77, 064028 (2008).

    20. Fields Quantization in Generalized Krein Space, coauts. F. Payandeh, M. Mehrafarin and S. Rouhani,
 
          Ukr. J. Phys. 53 (2008)1202,

    21. \A naturally renormalized quantum eld theory" coaut. S. Rouhani

           Int. J. Theor. Phys. 48(2009)27402747, arXiv:gr-qc/0607027,

    22. Power Spectrum in Krein Space Quantization, coauts. M. Mohsenzadeh1, S. Rouhani,

           Int. J. Theor. Phys., 48(2009) 755762

    23. N=2 Supersymmetry in de Sitter Univers, coauts. O. Jalili S. Rouhani,

           Int. J. Theor. Phys., 48(2009) 763768

    24. One-loop approximation of Mller scattering in generalized Krein-space quantization, 

          coauts. F. Payandeh, M. Mehrafarin,
Sci. China Ser. G-Phys Mech Astron., 52 (2009) 212-217

    25. Linear gravity in de Sitter universe, Ir. Phys. J. , 3(2009)1-8

    26. GravitationalWave Detection by Bounded Cold Electronic Plasma in a Long Pipe,

           coauts. O. Jalili S. Rouhani, 
 Int. J. Theor. Phys., 49(2010)84.

    27. Conformal linear gravity in de Sitter space, coauts. M. R. Tanhayi and S. Fatemi

           J. Math. Phys. 51, 032503 (2010).

    28. Auxiliary massless spin-2 eld in de Sitter universe, coauts. M. R. Tanhayi and H. Pejhan

          Int J Theor Phys (2010) 49: 22632277.

    29. Spectrum of scalar curvature perturbations in Krein space quantization, coauts. A. Sojasi,
 
          M. Mohsenzadeh and E. Yuso , 
 Int J Theor Phys 49(2010)24092416.

    30. Gravitational wave detection by bounded cold electronic plasma in a long pipe II,
 
           coauts. K.Mehdizadeh, O. Jalili, 
 Int J Theor Phys (2010) 49: 24172424

    31. Linear Weyl Gravity in de Sitter Universe, coauts. M. Reza Tanhay,

          JHEP 12(2010)044.

    32. Scalar e ective action in Krein space quantization, coauts. A. Refaei,

           Mod. Phys. lett. A 26(2011)31.

    33. Observable Quntities in Weyl Gravity,
 
           coauts. M. R. Tanhayi and M. Fathi Mod. Phys. lett. A 26(2011)2403 
 

    34. QED in Krein Space Quantization, coauts. A. Zarei B. Forghan

           Int J Theor Phys 50(2011)2466

    35. QED e ective action in Krein space quantization, coauts. A. Refaei, 

           Physics Letters B 704 (2011) 326.

    36. Covariant Quantization of massive spin-32 Fields in de Sitter Space, coauts. A. Azizi, E. Babaian

           Eur. Phys. J. C 72(2012)2026.

    37. Conformal Linear gravity in de Sitter space II , coauts. M.R. Tanhayi, H. Pejhan,

           Eur. Phys. J. C 72(2012)2052.

    38. Krein Renormalization of QED, coauts. A. Zarei, B. Forghan Annals of Physics 327(2012)2388.

    39. Casimir E ect For a Scalar Field via Krein Quantization, coauts. M.R. Tanhayi,
 
           H. Pejhan 
 Annals of Physics 341(2014)195.

    40. Conformally Covariant Vector-Spinor Fields in de Sitter Space-time, coauts. M.R. Tanhayi, N. Fatahi,

           Eur. Phys. J. C 74(2014)3111.

 
2.3       Submitted Publications:
 
1.   Quantum Linear Gravity in de Sitter Universe I: On Gupta-Bleuler vacuum state, coauts. R. Rouhani,
 

arXiv:1208.5562v2, submitted.
 
2.   Quantum Linear Gravity in de Sitter Universe II: On Bunch-Davies vacuum state, coauts. R. Rouhani,
 

arXiv:1502.04814, submitted.
 
3.   Entropy of Quantum Fields in de Sitter Space-time,

arXiv:1306.3575, submitted.
 
4.   Quantum Field Theory in de Sitter Universe: Ambient Space Formalism,
 
arXiv:1403.1204, submitted.
 
5.   Dark Energy in Weyl-f(R) Gravity Model ,
 
coauts. M.R. Tanhayi, M. Karami-fard, submitted.

 
2.4       Conference Papers:
 
1.   Spin 1/2 Field Theory in the de Sitter space-time,

Proceedings of the Group 21, 15-20 july 1996, Goslar,

Germany, gr-qc/0005077.
 
2.   Covariant two-point function for linear gravity in de Sitter space,

Proceeding of the Wigsym6, 16-22 August 1999, Istanbul, Turkey,
 
 gr-qc/0001052.
 
3.   Krein Quantum Field Theory,
 
Proceedings of the Group 23, july 31- August 5, 2000, Dubna, Russia.
 
4.   Quantum Field Theory in Absence of the Positivity Condition,

coauts. S. Rouhani,

Proceeding of the QTS, 18-21 July 2001, Krakow, Poland.
 
5.   Linear Quantum Gravity in de Sitter space,

coauts.S.Rouhani,
 

2nd ISPM Workshop on Particles , Cosmology Modern trends in Gravity,Cosmology and

Particle Physics September 9-14, 2002, Tbilisi, Georgia
 
6.   \Field Quantization in Krein space"

F. Payandeh,M. Mehrafarin and M. V. Takook

Particles,Strings, and Cosmology, 13th International Symposium, AIP Conf. Proc. 957,

249 (2007).
 
7.   Electron-\Photon" Interaction in de Sitter Space,

coauts. S. Rouhani,

Proceeding of the Group 24, 2002, Paris, Franc.
 
2.5       In Preparation:
 
1.   Vector-spinor Super-gauge Field in de Sitter Universe.
 
2.   Spin-2 rank-3 tensor gauge eld in de Sitter Space.
 
3.   Conformal Gauge Gravity in de Sitter Space-time.
 
4.   dS/CFT for massless elds.
 
5.   Unitary de Sitter Super-gravity: Ambient Space Formalism.
 
6.   Superconformal Gravity in de Sitter Ambient Space Formalism.

 
2.6       Research Reports:
 
1.   Quantum Field Theory in de Sitter Space,
 
Department of Physics, Razi University, Res. Rep. No. Razi-01017612-1, 1997.
 
2.   The Unitary Representation of the de Sitter Group,
 
Department of Physics, Razi University, Res. Rep. No. Razi-01017710-2, 1998.
 
3.   The Technical and Conceptual Problems of Quantum Gravity,
 
Department of Physics, Razi University, Res. Rep. No. Razi-01017812-3, 1999.
 
4.   Quantum Cosmology,
 
Department of Physics, Razi University, Res. Rep. No. Razi-01017911-2, 2000.
 
5.   Supersymmetry in de Sitter Univers,
 
Department of Physics, Razi University, Res. Rep. No. Razi-01018011-1, 2001.
 
6.   Inde nit Metric Quantization,
 
Department of Physics, Razi University, Res. Rep. No. Razi-01018101-1, 2002.
 
2.7       Book Manuscripts
 
1.   Philosophy of Quantum Mechanics,
Department of Physics, Razi University, 1998.
 
2.   Advance Quantum Mechanic I,
 
Department of Physics, Razi University, 2000.
 
3.   Advance Quantum Mechanic II,
 
Department of Physics, Razi University, 2002.
 
4.   General Relativity,
 
Department of Physics, Razi University, 2004.
 
5.   Quantum Field Theory I,
 
Department of Physics, Razi University, 2006.
 
6.   Quantum Field Theory II,
 
Department of Physics, Razi University, 2008.
 
7.   Quantum Field Theory in Curved space time,
Department of Physics, Razi University, 2010.
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