
Aleksandr Burmistrov

Curriculum Vitae
Name:  Aleksandr Burmistrov 
Date of Birth:  19th of July, 1977 
Marital status:  married, one daughter 
Place of birth:  Novosibirsk, Russia 
Address:  ICM&MG; pr. Lavrentjeva,6;
Novosibirsk 630090; Russia 
Phone:  +7 (383) 3307721 
Email: 
send me email 


2003present  Research Officer 
 Laboratory of Numerical Analysis of Stochastic Differential Equations
(SDE),
Institute of Computational Mathematics and Mathematical Geophysics
(Siberian Branch of the Russian Academy of Science),
prospect Akademika Lavrentjeva, 6, Novosibirsk, 630090, Russia. 
19982003  Junior Research Officer 
 Laboratory of Monte Carlo Methods,
DEPARTMENT OF STATISTICAL MODELLING IN PHYSICS,
Institute of Computational Mathematics and Mathematical Geophysics
(Siberian Branch of the Russian Academy of Science),
prospect Akademika Lavrentjeva, 6, Novosibirsk, 630090, Russia. 
2004present  Senior Teacher 
20062009  Secretary 

Chair of Computational Mathematics,
Mechanics and Mathematics Department,
Novosibirsk State University,
Pirogova, 2, Novosibirsk, 630090, Russia. 


 Kinetic models of Vehicular Traffic Flows
 Simulation of ManyParticle System
 Monte Carlo Methods
 Elliptic Differential Equations
 Diffusion Processes
 Random Walks by Spheres


 G.A. Mikhailov and A.V. Burmistrov. A Time Estimator in the Monte Carlo Method.
Doklady Mathematics. 1999, vol.60, No.1, pp.36.
 A.V.Burmistrov, G.A.Mikhailov. "Path" and "time" estimates in the Monte Carlo
method. Russian Journal of Numerical Analysis and Mathematical Modelling. 1999, vol.14, No.3, pp.221236.
 Burmistrov A.V. "Time" estimate in the Monte Carlo method.
Bulletin of the Novosibirsk Computing Center. 1999, Special Issue.  pp. 2534.
 G.A. Mikhailov and A.V. Burmistrov. The Solution of the TimeIndependent Diffusion Equation by the Monte Carlo Method
with Evaluation of Derivatives. Doklady Mathematics. 2000, vol. 61, No.3, pp.426429.
 G.A. Mikhailov, A.V. Burmistrov. A new Monte Carlo Method for Solving the Stationary Diffusion
Equation. Siberian Mathematical Journal. 2000, vol.41, No.5, pp.900906.
 Burmistrov A.V. The Monte Carlo method for conjugate stationary diffusion equation
with special item. Bulletin of the Novosibirsk Computing
Center. Series
Numerical Analysis. 2001, Iss. 10.  pp. 1118.
 A.V.Burmistrov, G.A.Mikhailov. Estimation of the gradient of the solution of an
adjoint diffusion equation by the Monte Carlo method. Russian Journal of Numerical Analysis
and Mathematical Modelling. 2002, vol.17, No.4, pp.367380.
 G.A. Mikhailov and A.V. Burmistrov. The Weight Monte Carlo Method for Estimating Derivatives of the Solution
to the Adjoint Diffusion Equation. Doklady Mathematics. 2002, vol.66, No.2, pp.168171.
 A.V. Burmistrov, G.A. Mikhailov. Monte Carlo Computation of Derivatives of
a Solution to the Stationary Diffusion Equation. Computational Mathematics and Mathematical Physics. 2003, vol.43, No.10,
pp.14591471.
 A.V.Burmistrov. Improvement of the Euler scheme for the solution of a stationary diffusion
equation by extrapolation. Russian Journal of Numerical Analysis
and Mathematical Modelling. 2004, vol.19, No.6, pp.467476.
 A.V.Burmistrov. Random Walk Algorithm for Estimating the Derivatives of
Solution to the Elliptic BVP. Monte Carlo and QuasiMonte Carlo Methods 2006
(A.Keller, S.Heinrich, H.Niederreiter eds.), SpringerVerlag, 2007, pp.181194.
 A.V.Burmistrov. Random Walks Inside a Domain for Estimation of the Gradient of Solutions
to Elliptic Boundary Value Problems. Russian Journal of Numerical Analysis
and Mathematical Modelling. 2007, vol.22, No.6, pp.515530.
 Burmistrov A.V. Modification of the random walk method for estimation of solution's gradient in elliptic BVPs.
Computational technolgies. 2008. V. 13. Special issue 4. P. 2026. (in Russian)
 Burmistrov A.V. A statistical algorithm for estimation of derivatives of solutions to elliptic equations.
Russian Journal of Numerical Analysis and Mathematical Modelling. 2010, vol.25, No.3, pp.197208.
 Burmistrov A.V., Korotchenko M.A. Application of statistical methods
for the study of kinetic model of traffic flow with separated accelerations.
Russian Journal of Numerical Analysis and Mathematical Modelling. 2011, vol.26, No.3, pp.275293.


 Burmistrov A.V. Weight modifications of the "path estimate" in the case when weight function h is not of fixed sign.
Proceedings of the ICM&MG Young Scientists Conference.  Novosibirsk, 1998. pp.1424. (in Russian)
 Burmistrov A.V. Solving the Dirichlet's problem for stationary diffusion equation by Monte Carlo method.
Abstracts of the 4th Siberian Congress on Industrial and Applied Mathematics
(INPRIM2000): Part II.
 Novosibirsk, 2000. pp.134135. (in Russian)
 Burmistrov A.V. Numerical solution of homogeneous stationary diffusion equation by new Monte Carlo method.
Proceedings of the ICM&MG Young Scientists Conference.  Novosibirsk, 2001. pp.2936.(in Russian)
 A.V.Burmistrov. Numerical solution of homogeneous stationary diffusion equation by new
Monte Carlo method. Proceedings of the 4th St.Petersburg Workshop on Simulations. NII Chemistry
St.Petersburg University Publishers, 2001, pp. 172177.
 G.A.Mikhailov, A.V.Burmistrov. The Monte Carlo method for conjugate stationary diffusion
equation. Proceedings of the 4th St.Petersburg Workshop on Simulations. NII Chemistry
St.Petersburg University Publishers, 2001, pp. 343348.
 Burmistrov A.V. Estimation of the spatial derivatives of the solution of the stationary diffusion equation by the Monte Carlo method.
Proceedings of the ICM&MG Young Scientists Conference.  Novosibirsk, 2002. pp.3340.(in Russian)
 A.V.Burmistrov, G.A.Mikhailov. Estimation of the gradient of the
diffusion trajectories concentration by the Monte Carlo method.
Proceedings of the International Conference on Computational Mathematics
(ICCM2002).
ICM&MG Publishers, Novosibirsk, 2002, pp. 201205.
 Makarov R.N., Marchenko M.A., Burmistrov A.V. Statistical modelling of the diffusion processes.
Proceedings of the AllRussian Scientific Conference "Mathematics, Mechanics, Informatics 2002"
devoted to the 10th anniversary of the RFBR.
Moscow, 2004, pp. 396412. (in Russian)
 Burmistrov A.V. Global extrapolation in the Euler method.
Proceedings of the ICM&MG Young Scientists Conference.  Novosibirsk, 2003. pp.2834. (in Russian)
 Burmistrov A.V., Makarov R.N., Marchenko M.A., Shkarupa E.V. On solving diffusion problems by Monte Carlo methods.
Proceedings of the 3rd SB RAS Young Scientists Conference devoted to M.A.Lavrentiev. Part I.  Novosibirsk, 2003, pp.813. (in Russian)
 Alexander Burmistrov. Estimation of Derivatives of a Solution
to the Stationary Diffusion Equation Using Euler Scheme with Global Extrapolation.
Abstracts of the International Conference
MC^{2}QMC2004
organized by
INRIA.
JuanlesPins, Côte d'Azur, France, 2004, p.40.
 A.V.Burmistrov. "Walk by Spheres and Balls" Estimation of the Gradient of a
Solution to the Stationary Diffusion Equation in the Multidimensional Case.
(PDF)
Proceedings of the International Conference on Computational Mathematics
(ICCM2004).
Novosibirsk, 2004, pp. 335340.
 Burmistrov A.V., Makarov R.N., Marchenko M.A., Shkarupa E.V. On solving diffusion problems by Monte Carlo methods (Part 2).
Proceedings of the 4th SB RAS Young Scientists Conference devoted to M.A.Lavrentiev. Part I.  Novosibirsk, 2004, pp.710. (in Russian)
 Burmistrov A.V.
Monte Carlo estimates for linear functionals of the solution of an elliptic equation
by "external" extrapolation in the Euler scheme. Proceedings of the
5th St.Petersburg Workshop on Simulations. NII Chemistry
St.Petersburg University Publishers, 2005, pp. 187190.
 Alexander V. Burmistrov. Random Walk Algorithm for Estimating the Derivatives of a
Solution to the Elliptic BVP. (PDF)
Abstracts of the 7th International Conference
MCQMC2006
organized by University of Ulm.
Ulm, Germany, 2006, p.47.
 A.V.Burmistrov. Estimating the derivatives of a solution to the elliptic BVP by statistical modelling method.
(PDF)
The International Conference
"Differential Equations, Theory of Functions, and Applications"
Dedicated to the Centennial of Academician Ilia N. Vekua. Abstracts. Novosibirsk, Russia, 2007, pp. 654655.
 A.V.Burmistrov
Modification of the random walks for estimating the solution gradient for elliptic BVPs.
AllRussian Conference on Computational Mathematics
CCM2007. Academgorodok, Novosibirsk, June 1820, 2007.
 A.V.Burmistrov, V.L.Lukinov, M.A.Marchenko.
Statistical methods for solving the linear and nonlinear equations of mathematical phisics
Proceedings of the 5th SB RAS
Young Scientists Conference devoted to M.A.Lavrentiev. Novosibirsk State University. Part I.
 Burmistrov A.V.
Solution of the interior boundary value problems for elliptic equations by Monte Carlo method
8th AllRussian Young Scientists Conference
on Mathematical Modeling and Information Technologies. Program and Abstracts. Novosibirsk, 2007. p.1718.
 A.V.Burmistrov
Solution of BVPs for elliptic equations using the probabilistic representations.
AllRussian Conference on Computational Mathematics
CCM2009. Academgorodok, Novosibirsk, June 2325, 2009.
 Burmistrov A.V. Monte Carlo Method for Solving the Elliptic Boundary Value Problems.
(PDF) Proceedings of the
6th St. Petersburg Workshop on Simulations. St. Petersburg, June 28  July 4, 2009. Volume I. Ed. by
S.M.Ermakov, V.B. Melas and A.N.Pepelyshev  St. Petersburg. VVM com. Ltd., 2009, pp. 155158.
 Burmistrov A.V., Korotchenko M.A. Application of statistical methods for investigation of the kinetic traffic flow model.
Proceedings of the ICM&MG Young Scientists Conference.  Novosibirsk, 2010. pp.2231.(in Russian)
 Aleksandr Burmistrov, M. Korotchenko, S. Rogasinsky. Weighted Monte Carlo method applied to
acceleration oriented traffic flow model.
Conference Program and Information, MCQMC2010,
Ninth International Conference on Monte Carlo and QuasiMonte Carlo Methods in Scientific Computing.
Warsaw, Poland, August 1520, 2010, p.42.
 Aleksandr Burmistrov. Statistical algorithm for estimating the
derivatives of the solution to the elliptic BVP.
Conference Program and Information, MCQMC2010,
Ninth International Conference on Monte Carlo and QuasiMonte Carlo Methods in Scientific Computing.
Warsaw, Poland, August 1520, 2010, p.43.
 Burmistrov A.V.
Statistical algorithm for simulating the vehicle traffic flow within the framework of a kinetic model with threshold interactions.
AllRussian Conference on Computational Mathematics
CCM2011. Academgorodok, Novosibirsk, June 29  July 1, 2011.
 Burmistrov A.V. Monte Carlo algorithms for numerical estimation of the elliptic BVP solution and its gradient.
Proceedings of the International Conference "Cubature formulas, Monte Carlo methods and their applications".
Krasnoyarsk, July 48, 2011, pp.2629.
 Aleksandr Burmistrov. Monte Carlo Simulation of Vehicular Traffic Flow for Kinetic Model with Distance Oriented Interactions.
Scientific program. Abstracts. List of participants. Eighth IMACS Seminar on Monte Carlo Methods
MCM2011, August 29  September 2, 2011. Borovets, Bulgaria.
P.2324.
 Mariya Korotchenko, A. Burmistrov. Value Simulation of the Interacting Pair Number for Solution of the Monodisperse Coagulation Equation.
Scientific program. Abstracts. List of participants. Eighth IMACS Seminar on Monte Carlo Methods
MCM2011, August 29  September 2, 2011. Borovets, Bulgaria.
P.38.
 A. Burmistrov, M. Korotchenko. Statistical modeling method for kinetic traffic flow model with acceleration variable.
Proceedings of the International Workshop "Applied Methods of Statistical Analysis. Simulations and Statistical Inference"
AMSA'2011,
Novosibirsk, Russia, 2022 September, 2011. Novosibirsk: Publishing House of NSTU, 2011, pp. 411419.
 I. Medvedev, A. Burmistrov. NSU.
The Chair of Computational Mathematics. History and Research.
International Conference on Education and Mathematics (Organized by Beijing Jiaotong University,
Capital Normal University, and Novosibirsk State University), Beijing, China, 2428 November, 2011.
 Burmistrov A.V., Korotchenko M.A. Value modifications of the interacting pair number choice for
linear coagulation coefficients.
Proceedings of the ICM&MG Young Scientists Conference.  Novosibirsk, 2011. pp.3242.(in Russian)


20112013 
 RFBR
grant No.110100252 "The development of parallel weighted statistical algorithms for analysis of
solutions of differential and integral equations on supercomputers".
Participant. (Head: prof. Sergey S. Artemiev)

2011 
 RFBR
grant (No.110109327) for participation in the Eighth IMACS Seminar on Monte Carlo Methods
IMACS MCM2011, August 29 – September 2, 2011, Borovets, Bulgaria.

2010 
 RFBR
grant (No.100109320) for participation in the 9th international conference
MCQMC2010, August 1520, 2010, Warsaw, Poland.

20092011 
 RFBR
grant No.090100639 "Developing, optimizing and adapting to parallel computers the Monte Carlo methods
to solve nonlinear coagulation equation and other problems of mathematical physics".
Participant. (Head: Dr. Mikhail A. Marchenko)

2009 

20082010 
 RFBR
grant No.080100334 "Highprecision Monte Carlo methods for solving the boundary value
problems of mathematical physics with the use of probabilistic representations".
Participant. (Head: prof. Sergey S. Artemiev)

20062007 
 Program "Leading Scientific Schools". Grant No.HIII4774.2006.1. Participant.
(Head: prof. Gennady A. Mikhailov).
 Winner of the Lavrentiev Competition of Youth Projects (SB RAS). Teamwork. Head.
 Laureate of the
Russian Science Support Foundation in the nomination "Candidates of Sciences".

20052007 
 RFBR
grant No.050100268 "Mathematical and statistical modelling of computer trade by stocks".
Participant. (Head: prof. Sergey S. Artemiev)

2006 
 RFBR
grant (No.060110765) for participation in the 7th international conference
MCQMC2006, August 1418, 2006, Ulm, Germany.

2005 
 Program "Development of Scientific Potential of the Higher School".
Project 8322 "Solving the diffusion problems by the Monte Carlo method". Participant.
(Head: prof. Gennady A. Mikhailov).
 Program "Universities of Russia". Grant YP.04.01.203.
"Monte Carlo methods for investigation of the nonlinear stochastic
systems and solving the partial differential equations". Participant, Responsible for contacts.
(Head: prof. Gennady A. Mikhailov).

20032005 
 Program "Leading Scientific Schools". Grant No.HIII1271.2003.1. Participant.
(Head: prof. Gennady A. Mikhailov).

2004 
 Federal Program "Integration of Science and Higher Education in
Russia for the Period of 2002–2006". Grant for participation in
the international conference
MC^{2}QMC2004,
June 710, 2004, JuanlesPins, Côte d'Azur, France.
 Program "Universities of Russia". Grant YP.04.01.029.
"Monte Carlo methods for investigation of the nonlinear stochastic
systems and solving the partial differential equations". Participant, Responsible for contacts.
(Head: prof. Gennady A. Mikhailov).

20032004 
 Winner of the Lavrentiev Competition of Youth Projects
(SB RAS). Teamwork. Head: Dr. Roman N. Makarov

20022004 
 RFBR grant No.020101178
"Numerical analysis of dynamic systems with random structure".
Participant. (Head: prof. Sergey S. Artemiev)
 RFBR grant No.020100958
"Solving of mathematical physics problems by statistical modelling methods". Participant.
(Head: Roman N. Makarov)

2003 
 RFBR grant No.030106445
"Young scientists support program (for grant No.020101178)". Head.

20022003 
 Program "Universities of Russia". Grant YP.04.01.34.
"Weight Monte Carlo methods for the parametric analysis of stochastic systems". Participant.
(Head: prof. Gennady A. Mikhailov).

20012002 
 Program "Leading Scientific Schools". Grant No.001596173. Participant.
(Head: prof. Gennady A. Mikhailov).

2000 
 MSc Diploma with Honours.

19982001 
 Program "Universities of Russia  Basic Research". Grant
No.3759 "Monte Carlo methods for investigation of stochastic dynamic systems". Participant.
(Head: prof. Gennady A. Mikhailov)

1998 
 BSc Diploma with Honours.



