Welcome to the homepage of

Dr. Andrey N. Pepelyshev!

Dr. A. N. Pepelyshev


Latest information about me is given here.

Curriculum vitae

E-mail: pepelyshev@star.math.spbu.ru
ICQ # 201205030

EDUCATION

2000 – 2002 St. Petersburg University,
Faculty for Mathematics and Mechanics.
Ph.D. in Mathematics
1995 – 2000 St. Petersburg University,
Faculty for Mathematics and Mechanics,
Department of Statistical Simulation
M.Sc. in Mathematics (GPA 5.0)

PROFESSIONAL EXPERIENCE

2003 – PRESENT Associate Professor,
St. Petersburg University,
Faculty for Mathematics and Mechanics
2002 Senior Lecturer,
St. Petersburg University,
Faculty for Mathematics and Mechanics
2001 Assistant Lecturer,
St. Petersburg University,
Faculty for Mathematics and Mechanics

SCIENTIFIC INTERESTS

Principal Professional Services

Visits and Participation in International Conferences Activities Awards

top

List of published papers
  1. Cheng, R.C.H., Melas, V.B., Pepelyshev, A.N. (2000). Optimal design for evaluation of an extremum point. Optimum Design 2000. Eds. A.Atkinson, B.Bogacka, A.Zhigljavsky. Kluwer, 15--24.
  2. Pepelyshev A.N. (2002) Locally E-optimal designs for exponential regression functions // Vestnik. S.-Petersburg University, SPb., SPbGU Press, Ser. 1, N. 17, p. 36--47.
  3. H. Dette, V.B. Melas, A. Pepelyshev. (2002). D-optimal designs for trigonometric regression models on a partial circle. Annals of the Institute of Statistical Mathematics, vol. 54, N 4, 945-959
  4. H. Dette, V.B. Melas, A. Pepelyshev (2004). Optimal designs for a class of nonlinear regression models. Annals of Statistics. V 32, N 5, 2142-2167.
  5. H. Dette, V.B. Melas, A. Pepelyshev and N. Strigul (2003). Efficient design of experiment in the Monod model. J. Roy. Statist. Soc., Ser. B, 65, 725-742.
  6. Melas V.B., Pepelyshev A.N., Cheng R.C.H. (2003). Designs for estimating an extremal point of quadratic regression models in a hyperball. Metrika, 58. 193--208.
  7. H. Dette, V.B. Melas, A. Pepelyshev. (2003). Standardized maximin E-optimal designs for Michaelis-Menten model. Statistica Sinica, 13, 1147-1163
  8. Dette H., Melas V.B., Pepelyshev A.N. (2004). Optimal designs for estimating individual coefficients in polynomial regression --- a functional approach. J. of Statis. Plan. and Inference, 118, 201--219.
  9. Biedermann, S., Dette, H. and Pepelyshev, A. (2004). Some robust design strategies for percentile estimation in binary response models. Preprint. Canadian Journal of Statistics.
  10. H. Dette, I.M. Lopez, I.M.O. Rodriguez and A. Pepelyshev (2004) Efficient design of experiment for exponential regression models. Preprint. J. of Statis. Plan. and Inference.
  11. Biedermann, S., Dette, H. and Pepelyshev, A. (2004). Maximin optimal designs for the Compartmental model. In A. Di Bucchianico, H. Lauter, and H.P. Wynn, Editors, mODa 7 -- Advances in Model-Oriented Design and Analysis. Proc. 7-th Int. Workshop on Model-Oriented Design and Analysis held in Heeze, The Netherlands, 2004, pages 41--49, Heidelberg, Physica-Verlag.
  12. H. Dette, V.B. Melas, A. Pepelyshev and N. Strigul (2005) Design of experiments for the Monod model - robust and efficient designs Journal of Theoretical Biology. 234, 537-550
  13. Dette H., Melas V.B., Pepelyshev A.N. (2005) Optimal designs for 3D shape analysis with spherical harmonic descriptors. Annals of Statistics, Vol. 33, No. 6, 2758-2788
  14. Melas, V.B., Pepelyshev A.N. (2005). On the study of maximin efficient designs by the functional approach. // Proceedings of the 5th St.Petersburg Workshop on Simulation. Ed. by S.M. Ermakov, V.B. Melas and A.N. Pepelyshev. St.Petersburg University Press. 479-484.

top

Teaching Courses
  1. Informatics and computer programming
  2. Applied Statistics
  3. Mathematical computational methods and mathematical computer packages in research

top