Interests in geometrization of fundamental interactions, Unified field theory and Quantum Gravity.

Ph. D. Physics and Mathematics May 1999
Lebedev Physical Institute, Moscow, Russia

M. S. Physics, with Honors.
Lomonosov Moscow University, Moscow, Russia 1996

B. S. Physics
Lomonosov Moscow University, Moscow, Russia 1994

Institute of Physics, Azerbaijan Academy of Sciences, September 2000--

  Formulated a new geometry and unified Electromagnetism and Gravitation in its framework.

Lebedev Physical Institute, Moscow, Russia 1996-1999
  Research in General Gauge Field Theories.
    � Solved the main problems of the Sp(2) symmetric quantization.
    They include:
     1) equivalence of the Lagrangian and Hamiltonian Sp(2)-symmetric quantizations
     2) dependence of radiative corrections to the action on gauge fixing
     3) existence of a local solution to the Sp(2) master equation
     4) spacetime symmetries of the action

    �Developed mathematically consistent formalism in which the quantity d(0) does not arise at all in Field Theory.

Algebra Spring 2002
   � gave recitation sections, student consultations
   � composed problem sets, graded homework and examinations

Theoretical Mechanics Spring 1998-Fall 1998.
   � gave recitation sections, student consultations
   � composed problem sets, graded homework and examinations

General Physics (Electricity and Magnetism). Spring 1999
   � gave recitation sections, student consultations
   � composed problem sets , graded homework and examinations

�Human Capital and Nobility Program of the European Community (INTAS 960308)
�Russian Foundation for Basic Research (RFBR 990217916)
�RFBR-INTAS 95829

10. S. S. Shahverdiyev, Comments on �Finsler geometry and Relativistic Field Theory��
  MPS: Pure mathematics/0311031, CERN/EXT-2003-080

9. S. S. Shahverdiyev, On Special Cases of General Geometry
  MPS: Pure mathematics/0308003, CERN/EXT-2002-051

8. S. S. Shahverdiyev, Unification of Electromagnetism and Gravitation
  MPS: Pure mathematics/0308016, CERN/EXT-2002-050

7. S. S. Shahverdiyev, General Geometry and Geometry of Electromagnetism,
  Focus on Mathematical Physics P.169-176 (2004), Nova Science Publishing
  MPS: Pure mathematics/0309022, hep-th/0205224

6. S. S. Shahverdiyev, A Note on Closed Strings
  hep-th/0109044

5. S. S. Shahverdiyev, I. V. Tyutin, B. L. Voronov, On Local Variational Differential Operators in Field Theory
  TMP (1999) V.120. P.1026, hep-th/9904215

4. S. S. Shahverdiyev and I. V. Tyutin, Spacetime Locality in Sp(2) Symmetric Lagrangian Formalism,
 TMP (1998) V.115. P.658, hep-th/9804088

3. S. S. Shahverdiyev. Locality in Sp(2) Symmetric Lagrangian Formalism,
  Proceedings of the Xth International School-Seminar on Recent Problems in Theoretical and Mathematical Physics VOLGA 10'98, Kazan (ed. A. Aminova) P.351.

2. S. S. Shahverdiyev and I. V. Tyutin, Renormalization and Conservation of New Ghost Number in Sp(2) Formalism,
  Physics of Atomic Nuclei (Soviet Journal of Nuclear Physics) (1997) V.60.P.1715

1. S. S. Shahverdiyev and I.V.Tyutin, Equivalence of the Lagrangian and Hamiltonian Sp(2) Symmetric BRST Quantization,
  Theoretical and Mathematical Physics (TMP) (1997) V.110. P.109

4. S. S. Shahverdiyev, Unification of Electromagnetism and Gravitation in the framework of General Geometry
International Workshop on Particles and Fields --3, September 13-17, 2004,Baky Azerbaijan

3. S. S. Shahverdiyev, Lagrangian Quantization of Gauge Theories
Talk presented at California State University, Fresno, Physics Department. May 18, 2001

2. S. S. Shahverdiyev, I. V. Tyutin, B. L. Voronov, On Local Variational Differential Operators in Field Theory,
International Conference on Quantization, Gauge Theory, and Strings: Conference Dedicated to the Memory of Prof. E. S. Fradkin, Moscow, Russia, 5-10 June 2000

1. S. S. Shahverdiyev, I. V. Tyutin, B. L. Voronov,On Local Variational Differential Operators in Field Theory�,XIV International Workshop on High Energy Physics and Quantum Field Theory QFTHEP'99, Moscow, Russia, 27 May - 2 June, 1999

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