Mehdi Golshani

Professor of Physics

Department of Physics , Sharif University of Technology

Physics Articles

  1. Golshani, M., “Excitation of Highly Ionized Atoms by Electron Impact,” Physical Review A, 5, No. 6, 1970, p. 1
  2. Golshani, M., “Weinberg`s Angle from Elastic and Quasi Elastic Scattering of Neutrinos and Antineutrions of Nucleans,” Il Nuovo Cimento, 39, No. 1, 1997, p. 120
  3. Golshani ,M., “A Vector Like Gauge Theory of Weak and Electromagnetic Interactions with Su (3) x U(1) Symmetry,” Univ. of Pennsilvania Preprint– 0075 T, 1977
  4. Langacher,P., Segre,G., Golshani, M., “Gauge Theory of Weak and Electromagnetic Interactions with SU (3) & U(1), Symmetry,” physical Rev. B, 17, No. 5, 1978, P. 1402
  5. Shojai, A., Golshani, M.,”On the Position Operator for Massless Particles,” Annales de la Foundation Louis de Broglie, 22, No. 4, 1997, P. 373
  6. Rajabi,A., “A Quranic Potential for Nucleonic Quarks,” Journal of Science, I.R., 9, No. 1, Winter 1998, p. 63
  7. Shojai, A., Golshani,M., “Is Superluminal Motion Observable in Relativistic Bohm`s Theory (with A. Shojai),” Annales de la Foundation Louis de Broglie, 23, No. 2, 1998, p. 81
  8. Abolhasani, M., Golshani ,M., “Bohmian Time Versus Probabilistic Time ,” Acta Physica Polonica B, 29,1998
  9. Shojai,F., Golshani,M.,”On the Geometrization of Bohmian Mechanics: A New Approach to Quantum Gravity ,” International J. of Modern Physics A, 13, No. 4, 1998, p. 77

10.Shojai,F., Golshani,M., “On the General Covariance in Bohmian Quantum Gravity ,” International J. of Modern Physics A, 13, No. 13, 1998, p. 2135

11.Shojai,F.,Shojai,A., Golshani,M., “Conformal Transformations and Quantum Gravity,” Modern Phys. Letters A. 13, No. 34, 1998, P. 2725

12.Shojai,F.,Shojai,A., Golshani,M., “Scalar- Tensor Theories and Quantum Gravity,” Modern Phys. Letters A, 13, No. 36, 1998, p. 2915

13.Shojai,A.,Shojai,F., Golshani, M., “Non- Local Effects in Quantum Gravity,” Modern Physics Letters A, 13, No. 37, 1998, p. 2965.

14.Abolhasani, M., Golshani ,M., “Born`s Principle, Action- Reaction Problem and Arrow of Time ,” Foundation of Physics Letters, 12, No. 3, 1999, p. 299

15.Motavali,H., Salehi,H., Golshani,M., “Conformal Invariance and Wave-Particle Duality,” Modern Physics Letters A, 14, No. 36, 1999, p. 2481.

16.Motavali,H., Salehi,H., Golshani,M., “Conformal Invariance and Quantum Aspects of Matter,” International Journal of Modern Physics Letters A, 15, No. 7, 2000, p. 983

17.Abolhasani, M., Golshani ,M., “Tunneling Times in the Copenhagen Interpretation of Quantum Mechanics,” Physical Review A, 62, 2000, p. 012106- 1

18.Golshani,M., Ahhavan,O.,  “Bohmian Predictaion about a Two Double slit Experiment and its Disagreement with Standard Quantum Mechanics ,” J. Phys. A: Math. Gen., 34, 2001, p. 5259

19.Golshani,M., Fahmi,A., “Is Bell`s Locality Condition Necessary for Derivation of Bell`s Inequality?,” Annales de la Foundation Louis de Broglie, 26, No. 4, 2001, p. 135

  1. Motavali,H., Golshani,M., “Exact Solutions for Cosmological Models with a Scalar Field ,” International Journal of Modern Physics A, 17, No. 3, 2002, p. 375

21.Shafiee,A.,Golshani,M., “On the Significance of Bell’s Locality Condition ,”Annales de la Foundation Louis de Broglie, 27, No. 1, 2002, p. 101

22.Shafiee,A.,Golshani,M., “Bell’s Theorem and Chemical Potential ,” J. Phys. A: Math. Gen., 35, 2002, p. 101

  1. Fahmi, A., Golshani, M., “Locality, Bell’s Inequality and the GHZ Theorem,” Physics Lett. A, 306, 2003, p. 259
  2. Abolhasani, M., Golshani, M., “The Path Integral Approach in the Frame Work of Causal Interpretation,” Annales de la Fondation Louis de Broglie, 28, No. 1, 2003, p. 1
  3. Akhavan, O., Golshani, M. “Quantum Dense Coding by Spatial State Entanglement,” Physics Lett. A, 313, 2003, p. 261
  4. Shafiee, A., Golshani, M., “Single-Particle Bell-Type Inequality,” Annales de la Louis de Broglie, 28, 2003,PP. 105-118.
  5. Akhavan, O., Golshani, M., “Comment on ‘Experimental Realization of a First Test of de Broglie-Bohm Theory’,” J. of Physics B: At. Mol. Opt. Phys., 37, 2004, P. 3777.
  6. Abolhasani, M., Golshani, M., “Localizability and Quantum Behavior,” Annales de la Fondation Louis de Broglie, 29, No. 3, 2004, P. 353.
  7. Shafiee, A., Golshani, M., “Complete Correlation, Detection Loophole and Bell’s Theorem,” Fortschr. Phys., 53, No. 1, 2005, P. 105.
  8. Akhavan, O., Golshani, M., “Spatial Bell State Measurement of Two Particles,” Int. J. of Quantum Information, 3, No. 1, 2005, P. 87.
  9. Shafiee, A., Golshani, M., “On the Relevance of Fair Sampling Assumption in the Recent Bell Photonic Experiments,” Journal of Modern Optics, 52, No. 10, 10 July 2005, P. 1405.
  10. Shafiee, A., Jafar-Aghdami , Golshani,M., ” A critique of Mohrhoff’s interpretation of quantum mechanics, ” Studies in History and Philosophy of Science, Part B 37 (2), 2006,PP. 316-329.
  11. Akhavan, O., Rezakhani,A.T., Golshani, M. , “ A Scheme for Spatial Wave Function Teleportation in Three Dimensions,” International Journal of Quantum Information , Vol. 4 , No. 5, 2006, P. 781-790.
  12. Fahmi , A., Golshani , M., “ Transition of d-level Quantum Systems through Quantum Channels with Correlated Noise,” Physical Review A,

Vol. 75 , 2007, 042301-1.

  1. Shafiee , A. Maleeh, R., Golshani, M. , “Common Cause and Contextual realization of Bell correlation ,” Annals of Physics, Vol. 323,2008, PP. 423-443.
  2. Fahmi , A., Golshani , M., “ Comment on ‘Quantum Key Distribution in the Holevo Limit,’ ” Physical Review Letters, Vol. 100, 2008, 018901-1.
  3. Mousavi , S.V., Golshani, M., “Bohmian Approach to Spin-dependent Time of Arrival for particles in a Uniform field and for Particles Passing through a Barrier ,” J. Phys. A: Math. Theor, 41, 2008, 375304 (12pp).
  4. Mousavi , S.V., Golshani, M., “Interaction of a Two-level Atom with a Classical Field in the Context of Bohmian Mechanics,” Phys. Scr. ,78 ,2008, 035007 (6pp).
  5. Atigh,M., Karamian, M., Golshani,M., “A New Way for the Extension of Quantum Theory: Non-Bohmian Quantum Potentials,” Found Phys. ,39,2009, PP. 33–44.
  6. Atigh,M., Karamian, M., Golshani, M., “A Quasi-Newtonian Approach to Bohmian Mechanics I: Quantum Potential,” Annales de la Fondation Louis de Broglie, 34, No. 1,2009, P. 67.
  7. Atigh,M., Karamian, M., Golshani, M., “A Quasi-Newtonian Approach to Bohmian Mechanics II: Quantum Potential,” Annales de la Fondation Louis de Broglie, 34, No. 2,2010.
  8. Yousefi Koupaei , J. , Golshani,M., “ A Quasi-Bohmian Approach for a Homogeneous Spherical Solid Body Based on Its Geometric Structure,” Journal of Mathematical Physics, 54,122107,2013.
  9. Bahrami,M. , Shafiee,A. , Saravani, M. , Golshani, M. , “ Is Quantum Theory Compatible with special relativity? ,” PRAMANA Journal of Physics,Vol. 80 ,No. 3, pp. 429-437و 2013.
  10. Rahmani, F., Golshani, M., Sarbishei,M. “ Deriving relativistic Bohmian quantum potential using variational method and conformal transformations” , PRAMANA Journal of Physics, Vol. 85 . 2015.
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Gallery

Books

Books

1- The Holy Qur’an and the Science of Nature, Global Publication, New York, 1998   This collection of essays, based on lectures delivered by the author, offers an ...
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