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Aleksey Alekseev
Aleksey Alekseev
Professor (part time) of MIPT, Leading researcher (part time) of Keldysh Institute of applied
Verified email at phystech.edu
Title
Cited by
Cited by
Year
The analysis of an ill-posed problem using multi-scale resolution and second-order adjoint techniques
AK Alekseev, IM Navon
Computer Methods in Applied Mechanics and Engineering 190 (15-17), 1937-1953, 2001
672001
Reduced order modeling based on POD of a parabolized Navier–Stokes equations model II: Trust region POD 4D VAR data assimilation
J Du, IM Navon, J Zhu, F Fang, AK Alekseev
Computers & Mathematics with Applications 65 (3), 380-394, 2013
572013
On linear and nonlinear aspects of dynamic mode decomposition
AK Alekseev, DA Bistrian, AE Bondarev, IM Navon
International Journal for Numerical Methods in Fluids 82 (6), 348-371, 2016
542016
Comparison of advanced large-scale minimization algorithms for the solution of inverse ill-posed problems
AK Alekseev, IM Navon, JL Steward
Optimization methods & software 24 (1), 63-87, 2009
472009
The estimation of functional uncertainty using polynomial chaos and adjoint equations
AK Alekseev, IM Navon, ME Zelentsov
International Journal for numerical methods in fluids 67 (3), 328-341, 2011
432011
On estimation of temperature uncertainty using the second order adjoint problem
AK Alekseev, IM Navon
International Journal of Computational Fluid Dynamics 16 (2), 113-117, 2002
382002
Reduced‐order modeling based on POD of a parabolized Navier–Stokes equation model I: forward model
J Du, IM Navon, JL Steward, AK Alekseev, Z Luo
International Journal for Numerical Methods in Fluids 69 (3), 710-730, 2012
332012
On uncertainty quantification via the ensemble of independent numerical solutions
AK Alekseev, AE Bondarev, AE Kuvshinnikov
Journal of Computational Science 42, 101114, 2020
222020
Verification on the ensemble of independent numerical solutions
AK Alekseev, AE Bondarev, AE Kuvshinnikov
International Conference on Computational Science, 315-324, 2019
182019
On some features of Richardson extrapolation for compressible inviscid flows
B Alexeev, AK and A.E.
Journal Mathematica Montisnigri 40, 42-54, 2017
18*2017
Calculation of uncertainty propagation using adjoint equations
AK Alekseev, IM Navon
International Journal of Computational Fluid Dynamics 17 (4), 283-288, 2003
182003
On triangle inequality based approximation error estimation
AK Alekseev, AE Bondarev, IM Navon
arXiv preprint arXiv:1708.04604, 2017
172017
COMPARATIVE ANALYSIS OF THE ACCURACY OF OPENFOAM SOLVERS FOR THE OBLIQUE SHOCK WAVE PROBLEM.
AK Alekseev, AE Bondarev, AE Kuvshinnikov
Mathematica Montisnigri 45, 2019
162019
A posteriori error estimation by postprocessor independent of method of flowfield calculation
AK Alekseev, IM Navon
Computers & Mathematics with Applications 51 (3-4), 397-404, 2006
142006
On a posteriori pointwise error estimation using adjoint temperature and Lagrange remainder
AK Alekseev, IM Navon
Computer Methods in Applied Mechanics and Engineering 194 (18-20), 2211-2228, 2005
142005
Estimation of the distance between true and numerical solutions
AK Alekseev, AE Bondarev
Computational mathematics and mathematical physics 59, 857-863, 2019
132019
A posteriori pointwise error estimation for compressible fluid flows using adjoint parameters and Lagrange remainder
AK Alekseev, IM Navon
International Journal for Numerical Methods in Fluids 47 (1), 45-74, 2005
122005
On Inverse Problems for 3D Time-Dependent Free Convection Heat Transfer
AK Alekseev, YA Molotilin, AE Bondarev
American Society of Mechanical Engineers, New York, NY (United States), 1995
121995
A posteriori error estimation via differences of numerical solutions
AK Alekseev, AE Bondarev, AE Kuvshinnikov
International Conference on Computational Science, 508-519, 2020
102020
Adjoint correction and bounding of error using lagrange form of truncation term
AK Alekseev, IM Navon
Computers & Mathematics with Applications 50 (8-9), 1311-1332, 2005
92005
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