ISSN 0869-6632 (Print)
ISSN 2542-1905 (Online)


Smirnov Dmitrij Alekseevich

Smirnov Dmitrij Alekseevich's picture
Lastname: 
Smirnov
First name: 
Dmitrij
Middle name: 
Alekseevich
Sex: 
Male
Degree: 
Doctor of Sciences
Academic rank: 
Docent
Аcademic title: 
Professor of RAS
Position: 
ведущий научный сотрудник
Country: 
Russia

Статьи автора

Авторы Название статьи Журнал
Smirnov D. A., Bezruchko B. P. Effect of rare sampling on estimation of directional couplings from time series
Bezruchko B. P., Smirnov D. A. Mathematical modeling and chaotic time series
Smirnov D. A., Navrotskaya E. V., Bezruchko B. P. Statistical properties of phase synchronization coefficient estimator
Smirnov D. A. Revealing nonlinear couplings between stochastic oscillators from time series
Navrotskaya E. V., Smirnov D. A., Bezruchko B. P. The reconstruction of the couplings structure in the ensemble of oscillators according to the time series via phase dynamics modeling
Dikanev T. V., Smirnov D. A., Ponomarenko V. I., Bezruchko B. P. Three subproblems of global model reconstruction from time series and their peculiarities
Bezruchko B. P., Seleznev E. P., Ponomarenko V. I., Prokhorov M. D., Smirnov D. A., Dikanev T. V., Sysoev I. V., Karavaev A. S. Special approaches to global reconstruction of equations from time series
Bezruchko B. P., Dikanev T. V., Smirnov D. A. Test for uniqueness and continuity in global reconstruction of model equations from time series
Smirnov D. A., Bodrov M. B., Bezruchko B. P. Estimation of coupling between oscillators from time series via phase dynamics modeling: limits of method’s applicability
Bezruchko B. P., Smirnov D. A., Sysoev I. V. Reconstruction with hidden variables: modified Bock’s approach
Bezruchko B. P., Smirnov D. A. Method for reconstruction of equations with harmonic driving from time series
Bezruchko B. P., Dikanev T. V., Smirnov D. A. Global reconstruction of model equations from realizations of transients
Bezruchko B. P., Seleznev E. P., Smirnov D. A. Reconstructing equations of a nonautonomous nonlinear oscillator from a time series: models, experiment
Astahov S. V., Bezruchko B. P., Seleznev E. P., Smirnov D. A. Evolution of basins of attraction for coupled period doubling systems