Ph.D in physics and mathematics (Mechanics of Solids). Leningrad Polytechnical Institute (1983). Thesis: Shape optimization of elastic bodies for the eigenvalue problems.
Dr.Sci. in physics and mathematics (Mathematics of Computation). Sankt-Petersburg State University (1994). Thesis: Variational-difference methods for mathematical problems in plasticity theory.
EMPLOYMENT
Professor. Department of Applied Mathematics. Sankt-Petersburg State Technical University.
MEMBERSHIP IN PROFESSIONAL ORGANIZATIONS
Member of American Mathematical Society.
SCIENTIFIC DIRECTIONS
A posteriori error estimation and computable error bounds for approximate solutions of boundary value problems. A priori and a posteriori error estimates for finite element approximations.
Calculus of variations and duality theory. Existence, regularity and approximation of solutions to variational problems and variational inequalities.
Mathematical and numerical analysis of problems in plasticity and nonlinear elasticity.
Variational problems with nondifferentiable functionals. Numerical and analytical methods based on minimax formulations and on the duality theory. Shape optimization problems.
MAIN LECTURE COURSES
Functional analysis. Calculus of variations.
Convex analysis and optimization theory.
Error estimation in engineering computations.
Mathematical and numerical methods in continuum mechanics.
PARTICIPATION IN NATIONAL AND INTERNATIONAL RESEARCH PROGRAMS
International Science Foundation (ISF), Grant N MLROOO, 1994.
Russian Foundation of Basic Researches (RFBR ), Grant N 94-0100120a, 1994.
INTAS, Grant N 94-1386, 1994.
ISF, Grant N MLR3OO, 1995.
Royal Society of London, 1996 (personal 6 months grant);
RFBR, Grant N 96-0101664, 1996.
State Committee of Higher Education of Russia, Grant N 95-0-2.2-14, 1996-1998.
INTAS, Grant N 96-835, 1997-2000.
Participated in 4 joint research programs with St.-Petersburg industrial organizations and was the principal investigator in the two of them.
Mathematical methods in the continuous medium mechanics
Leningrad Technical Univ. 100p.
1991
Учебно и научно-методические работы
N
Авторы
Название
Издание
Год
1.
Репин С.И., Фролов М.Е.
Математические методы в нелинейных задачах механики сплошных сред
СПб. : Изд-во Политехн. ун-та, 2008
2008
2.
Репин С.И., Фролов М.Е.
Численные методы. Оценка погрешности решения
СПб.: СПбГПУ: Из-во Политехн. университета
2006
3.
Солонина Н.В., Репин С.И.
Численные методы линейной алгебры в прикладных задачах. Методические указания.
Изд.СПбГТУ,1992.
1992
Статьи
N
Авторы
Название
Издание
Год
1.
Haslinger, J., Repin, S., Sysala, S.
A reliable incremental method of computing the limit load in deformation plasticity based on compliance: Continuous and discrete setting
Journal of Computational and Applied Mathematics, 303, pp. 156-170.
2016
2.
Nokka, M., Repin, S.
Error estimates of uzawa iteration method for a class of bingham fluids
Computational Methods in Applied Sciences, 40, pp. 31-42.
2016
3.
Matculevich, S.V., Repin, S.I.
Estimates for the difference between exact and approximate solutions of parabolic equations on the basis of Poincare inequalities for traces of functions on the boundary
Differential Equations, 52 (10), pp. 1355-1365.
2016
4.
Repin, S., Samrowski, T., Sauter, S.
Estimates of the modeling error generated by homogenization of an elliptic boundary value problem
Journal of Numerical Mathematics, 24 (1), pp. 1-15.
2016
5.
Mali, O., Repin, S.
Estimates of the solution set for a class of elliptic problems with incompletely known data
BIT Numerical Mathematics, 56 (1), pp. 163-188.
2016
6.
Matculevich, S., Repin, S.
Explicit constants in poincare-type inequalities for simplicial domains and application to a posteriori estimates
Computational Methods in Applied Mathematics, 16 (2), pp. 277-298.
2016
7.
Langer, U., Repin, S., Wolfmayr, M.
Functional A Posteriori Error Estimates for Time-Periodic Parabolic Optimal Control Problems
Numerical Functional Analysis and Optimization, 37 (10), pp. 1267-1294.
2016
8.
Haslinger, J., Repin, S., Sysala, S.
Guaranteed and computable bounds of the limit load for variational problems with linear growth energy functionals
Applications of Mathematics, 61 (5), pp. 527-564.
2016
9.
Мацулевич С.В., Репин С.И.
Оценки разности между точными и приближёнными решениями параболических уравнений, основанные на неравенствах Пуанкаре для следов функций на границе
Дифференциальные уравнения. Т. 52. № 10. С. 1407-1417
2016
10.
Khoromskij B., Repin S.
A fast iteration method for solving elliptic problems with quasiperiodic coefficients
A posteriori error bounds for approximations of the Oseen problem and applications to the Uzawa iteration algorithm
Computer Methods in Applied Mathematics, Vol. 14, no. 3, 373-383
2014
21.
Matculevich S., Repin S.
Computable estimates of the distance to the exact solution of the evolutionary reaction–diffusion equation
Applied Mathematics and Computation , Vol. 247, 329-347
2014
22.
Matculevich S., Repin S.
Estimates of the distance to the exact solution of parabolic problems based on local Poincare type inequalities
Записки научных семинаров ПОМИ , Vol. 425, 7-34
2014
23.
Repin S.
Estimates of the distance to the set of divergence free fields
Записки научных семинаров ПОМИ, Vol. 425, 99-116
2014
24.
Repin S.I., Samrowski T.S., Sauter S.
A posteriori error majorants of the modeling errors for elliptic homogenization problems
Comptes Rendus Mathematique, no. 5, Nov. 2013
2013
25.
Repin S.
Estimates of deviations from exact solution of the generalized Oseen problem
Записки научных семинаров ПОМИ, Vol. 410, P. 110-130
2013
26.
Neittaanmaki P., Repin S., Valdman J.
Estimates of deviations from exact solutions for elasticity problems with nonlinear boundary conditions
Russian J. Numer. Anal. Math. Modelling, Vol. 28, no. 6, P. 597-630
2013
27.
Repin S. and Chetverushkin B.
Estimates of the difference between approximate solutions of the cauchy problems for the parabolic diffusion equation and a hyperbolic equation with a small parameter
Доклады Академии наук, том 88, номер 1, стр. 417-420
2013
28.
Kuznetsov Yu.and Repin S.
Guaranteed lower bounds of the smallest eigenvalues of elliptic differential operators
Journal of Numerical Mathematics, Vol. 21, no. 2, P. 135-156
2013
29.
S. Repin, T. Samrowski, S. Sauter
Combined a posteriori modeling--discretization error estimate for elliptic problems with complicated interfaces
M2AN (Mathematical Modeling and Numerical Analysis), Vol. 48, P. 1389-1405
2012
30.
S. Repin
Computable majorants of constants in the Poincare and Friedrichs inequalities
Проблемы математического анализа , том 66, с. 153-166 (J. Math. Sci., 186, no. 2, 307-321)
2012
31.
Repin, S. and Frolov, M.
Estimates for deviations from exact solutions to plane problems in the Cosserat theory of elasticity
Journal of Mathematical Sciences, Vol. 181, No. 2, pp. 281-291
2012
32.
A. Nazarov, S. Repin
Exact constants in Poincare type inequalities for functions with zero mean boundary traces
Preprint POMI (arXiv [math. AP], 1211.2224)
2012
33.
I. Anjam, M. Nokka, S. Repin
On a posteriori error bounds for approximations of the generalized Stokes problem generated by the Uzawa algorithm
Russian J. Numer. Anal. Math. Modelling , Vol. 27, no. 4, P. 321-338
2012
34.
S. Repin
On measures of errors for nonlinear variational problems
Russian J. Numer. Anal. Math. Modelling , Vol. 27, no. 6, P. 577-584
2012
35.
S. Repin and T. Rossi
On the Application of A Posteriori Estimates of the Functional Type to Quantitative Analysis of Inverse Problems
Numerical Methods for Differential Equations, Optimization, and Technological Problems (Springer, Berlin), P. 109-120
2012
36.
S. Repin, T. Samrowski and S. Sauter
Two-sided estimates of the modeling error for elliptic homogenization problems
Department of Mathematics, University of Zurich, no. 2012-12
2012
37.
M. Fuchs, S. Repin
A posteriori error estimates for the approximations of the stresses in the Hencky plasticity problem
Blowup of errors caused by inexact knowledge of the Poisson ratio in some elasticity problems
Russian J. Numer. Anal. Math. Modelling , Vol. 26, no. 4, P. 413-426, 2011
2011
39.
D. Pauly, S. Repin, T. Rossi
Estimates for deviations from exact solutions of the Cauchy problem for Maxwell`s equations
Annales Academia Scientiarum Fennica, Mathematica, Vol. 36, P. 661-676, 2011
2011
40.
S. Repin, T. Samrowski
Estimates of Dimension Reduction Errors for Stationary Reaction-Diffusion Problems
Journal of Mathematical Sciences, Vol. 173, No. 6, 2011
2011
41.
P. Neittaanmaki, S. Repin, J. Valdman
Functional a posteriori error estimates for elastic problems with nonlinear boundary conditions
Max Planck Institute of Mathematics, no. 13, 2011
2011
42.
Sergey I. Repin, Satyendra K. Tomar
Guaranteed & robust error bounds for nonconforming approximations of elliptic problems
IMA Journal of Numerical Analysis , Vol. 31, no. 2, P. 597-615, 2011
2011
43.
Репин С.И., Фролов М.Е.
Оценки отклонения от точного решения для плоских задач в теории упругости Коссера.
Проблемы математического анализа. Вып. 62, 2011.
2011
44.
J. M. Nordbotten, T. Rahman, S. I. Repin, J. Valdman
A posteriori error estimates for approximate solutions of Barenblatt-Biot poroelastic model
Computational Methods in Applied Mathematics, Vol. 11, no. 3, P. 1-13, 2010 г. ( arXiv:1003.5290)
2010
45.
S. Repin and S. Tomar
A posteriori error estimates for approximations of evolutionary convection-diffusion problems
Проблемы математического анализа , Vol. 50, P. 113-123, 2010 г. (J. Math. Sci, 170, no. 4, 554-566)
2010
46.
P. Neittaanmaki, S. Repin
A posteriori error majorants for the evolutionary Stokes problem
Journal of Numerical Mathematics (de Gtuyter), Vol. 18, no. 2, P. 119-134, 2010 г.
2010
47.
S. Repin
A posteriori estimates for variational inequalities
Numerical Mathematics and Advanced Applications 2009, Springer, P.753-760, 2010 г. (Proceedings of ENUMATH 2009, the 8th European Conference on Numerical Mathematics and Advanced)
2010
48.
S. I. Repin, T. Samrowski, S. Sauter
Combined a posteriori modelling-discretization error estimate for elliptic problems with variable coefficients .
Preprint 11-2010, University of Zurich, 2010
2010
49.
M. Fuchs and S. Repin
Computable a posteriori error estimates for the approximations of the Hencky plasticity problem
Preprint, Universtat des Saarlandes, 2010
2010
50.
S. Repin and S. Sauter
Computable estimates of the modeling error related to the Kirchhoff-Love plate model
Analysis and Applications (WSP), Vol. 8, no. 4, P. 1-20, 2010
2010
51.
M. Fuchs and S. Repin
Estimates of the deviations from the exact solutions for variational inequalities describing the stationary flow of certain viscous incompressible fluids
Об апостериорных оценках точности приближенных решении краевых задач для уравнений эллиптического типа.
Журнал вычислительной математики и математической физики, Т.42, No.12
2002
103.
Repin S.I.
A posteriori error estimates for boundary value problems with obstacles.
"Numerical Mathematics and Advanced Applications" ed. P. Neittaanmaki et al, World Scientific
2000
104.
Repin S.I.
A posteriori error estimates for variational problems with uniformly convex functionals.
Mathematics of Computations, v. 69
2000
105.
Repin S.I.
A posteriori estimates of the accuracy of variational methods for problems with nonconvex functionals.
St.-Petersburg. Math. J., v. 11, N4
2000
106.
Repin S.I.
Estimates of deviations from exact solutions of elliptic variational inequalities.
Zapiski Nauchn. Semin. POMI, v. 271
2000
107.
Repin S.I.
A posteriori error estimation for approximate solutions of variational problems by duality theory.
ENUMATH 97 Proceedings of 2nd European Conference on Numerical Mathematics and Advanced Applications(Ed. H.Bock, G.Kanschat, R.Rannacher, F.Brezzi, R.Glowinski, Y.Kuznetsov and J.Periaux), VSP 1999.
1999
108.
Repin S.I.
A posteriori estimates for the Stokes problem.
Записки научных семинаров математического института им. В.А. Стеклова. Том 259
1999
109.
Репин С.И.
Апостериорные оценки точности вариационных методов в задачах с невыпуклыми функционалами.
Алгебра и анализ, том 11 , N4
1999
110.
Repin S.I.
Error bounds for approximate solutions of variational problems with linear growth functionals. To appear in the Proceedings of the Workshop
"Analysis and Approximation of Boundary Value Problems", 14--15 Oct. 1998, Jyuvaskyla, Finland.
1998
111.
Repin S.I., Xanthis L.
A posteriori error estimation for nonlinear variational problems.
C. R. Acad. Sci. Paris, t. 324 (1997), Serie I, 1169--1174.
1997
112.
Repin S.I.
A posteriori error estimation for nonlinear variational problems by duality theory.
Zapiski Nauchn. Semin. V.A. Steklov Mathematical Institute in St.-Petersburg (POMI), 243(1997), 201--214.
1997
113.
Repin S.I.
A posteriori error estimation for problems with power growth functionals.
Zapiski Nauchn. Semin. POMI, 249(1997), 244--255.
1997
114.
Repin S.I.
A posteriori estimates of approximation errors for variational problems with strongly convex functionals. (in Russian)
{ Problems of Mathematical Analysis}, 17 (1997), 199--226.
1997
115.
Repin S.I.
Mathematical and numerical analysis of discontinuous solutions in plasticity theory.
Proceedings of Saint-Venant Symposium, Paris, 27-29 Aug. 1997, Ecole Nationale des Ponts et Chausses, 365-372.
1997
116.
Repin S.I., Xanthis L.
A posteriori error estimation for elasto-plastic problems based on duality theory.
A priory error estimates of variational-difference methods for Hencky plasticity problems.
Zapiski Nauchn. Semin. POMI, 221(1995), 226-234.
1995
118.
Repin S., Seregin G.
Error estimates for stresses in the finite element analysis of the two-dimensional elasto-plastic problems.
Int. J. Engrg. Sci. 33(1995), 2, 255-268.
1995
119.
Repin S., Seregin G.
Existence of a weak solutions of the minimax problem in Coulomb-Mohr plasticity.
In American Mathematical Society Translations, Series 2, Advances in the Mathematical Sciences -- 22, Nonlinear Evolutionary Equations, 164(1995), 189-220.
1995
120.
Neittaanmaki P., Repin S., Rivkind V.
Discontinuous finite element approximationsfor functionals with linear growth.
East-West J.Numer.Math., 2, 3, 212-228.
1994
121.
Repin S.I.
Errors of variational-difference methods for perfectlyelasto-plastic problems.
"Numerical Modelling in ContinuumMechanics", Proc. II Int. Conf. Numer.Modell. in Contin. Mech., Aug. 22-25, 1994, Praha, Czech Republic",Charles University, Prague 1995, 228-234.
1994
122.
Repin S.I.
Numerical analysis of no nonsmooth variational problems of perfect plasticity.
Russ. J. Numer. Anal. Math. Modell., 9(1994), 33-46.
1994
123.
Repin S.I.
On the Approximations of Discontinuous Solutionsof some Problems in Nonlinear Mechanics and Geometry.
Proceedings of the First International Conference on Difference Equations, May 22-26,1994, San-Antonio, Texas, USA}, 1995, Gordon & Breach, 439-458.
1994
124.
Repin S.I.
On the approximations of solutions to variational problems of perfect plasticity. (in Russian).
On the variational formulations using discontinuous displacements fields for problems of perfect plasticity.
PMM (Prikl. Maths. Mechs.}, 55, 6
1991
130.
Repin S.I.
Variational posings of ideal plasticity problems for discontinuous fields of displacements. (in Russian). English translation in Sov. Phys. Dokl.
Reports USSR Academy of Sciences, 320 (1991), 6, 1340-1344
1991
131.
S. Repin.
Variational posings of ideal plasticity problems for discontinuous fields of displacements.
( Reports USSR Academy of Sciences), 320, 6, (in Russian). English translation in Sov. Phys. Dokl.
1991
132.
Repin S.I.
Variational-difference method for solving problems with functionals of linear growth. (in Russian).
Zh.Vychisl. Mat. i Mat. Fiz., 28(1989), 3, 693-708
1989
133.
Repin S.I.
Variational-difference method for problems of perfect plasticity using discontinuous conventional finite elements method. (in Russian).
Zh. Vychisl. Mat. i Mat. Fiz., 28(1988), 449-453
1988
134.
Repin S.I.
Minimization of a class of nondifferentiable functionals by means of relaxation methods. (in Russian).
Zh. Vychisl. Mat.i Mat. Fiz, 27(1987), 976-983
1987
135.
Petukhov L.V., Repin S.I.
Development refined methods and combined programs of computation of cryo-turbo-generator
Report of the Leningrad Polytechnical Institute, N507108. Leningrad, part 1, 1982, 138p.; part 2, 1983, 77p.; part 3, 1986, 96p.
1986
136.
Repin S., Seregin G.
A Method of Shape Optimization for Elastic Plates Buckling Problem. (in Russian).
Applied Mechanics, 28(1984), N10,117-120
1984
137.
Petukhov L.V., Repin S.I.
Application of duality methodes in the optimal problems of elastic bodies (English transl.).
J.Appl.Math.Mech., vol.48, N5, pp.830-839
1984
138.
Petukhov L.V., Repin S.I.
Application of the Duality Methods to the Problems of Elastic Bodies Shape Optimization. (in Russian).
Prikl. Mat. Mech. 48(1984), N5, 830-838
1984
Доклады, тезисы и материалы конференций
N
Авторы
Название
Издание
Год
1.
Repin S.
Constants in boundary-mean trace Inequalities with Applications to Quantitative Analysis of PDE’s
Reliable Methods for Mathematical Modeling, University of Zurich, 30 June - 2July 2015
2015
2.
Repin S.
Poincare type inequalities for functions with zero mean boundary traces and interpolation of vector fields
Contributions to PDE for Applications, University Paris-6, France, 31 Aug. - 1 Sept. 2015 (invited talk)
2015
3.
Repin S.
Robust posteriori estimates for incompressible media problems
Robust discretizations for elasticity and poroelasticity: University of Bergen, Finse, Norway, 16-18 Feb. 2015 (invited talk)
2015
4.
Репин С.И., Фролов М.Е.
Апостериорные оценки точности приближенных решений в двумерных задачах классической и моментной теории упругости
Международная конференция «Актуальные проблемы вычислительной и прикладной математики — 2015». Тезисы. Новосибирск. Институт вычислительной математики и математической геофизики Сибирского отделения Российской академии наук, 19-23 октября 2015. Новосибирск: Академиздат, 2015. 186 с. – с. 17. (приглашенный секционный доклад)
2015
5.
Repin S.
Guaranteed and Fully Computable Bounds of Approximation
The 5th IMACS Conference on Mathematical Modelling and Computational Methods in Applied Sciences , Roznov, Czech Republic, June, 2-6, 2014 (Приглашенный доклад)
2014
6.
Repin S.
Guaranteed and fully computable bounds of approximation and modeling errors for problems with divergence free condition
International Conference on Computational Methods in Applied Mathematics , St. Wolfgang, Austria, September 28-October 4, 2014 (Приглашенный доклад)
2014
7.
S. Repin
Guaranteed a Posteriori Error Estimates for Viscous flow problems in Rotation Frame Rotation Frame
Fifth European Conference on Computational Fluid Dynamics, ECCOMAS CFD, Lisboa, Portugal,: June, 14-17, 2010 г. 6.0
2010
8.
O. Mali, S. Repin
Indeterminant Data in Problems of Continuum Mechanics
Fifth European Conference on Computational Fluid Dynamics, ECCOMAS CFD, Lisboa, Portugal,: June, 14-17, 2010 г. 6.0
2010
9.
S. Repin
Mathematical Problems with Linear Growth Energy Functionals: Numerical Methods, A Priori and A Posteriori Estimates
HakutuloksetMathematical and Numerical Modelling in Science and Technology. November 18–20, 2010. University of Jyvaskyla, Finland
2010
10.
O. Mali and S. Repin
Estimates of the solution set for problems with indeterminant data by functional a posteriori estimates
Proc. of the IV Int. Conf. on Adaptive Modeling and Simulation, Bruxelles, 25-27 May, 2009
2009
11.
S. Repin
A posteriori error control of approximate solutions to some viscous flow problems
Workshop on Reliable Methods in Scientific Computing, место проведения: Jyvaskyla, Finland, время проведения: August 15-16, 2008 г
2008
12.
S. Repin
A posteriori error control of nonconforming approximations
Scientific seminar of the Department of Mathematics, место проведения: University of Laussanne, Swiss, время проведения: November 12, 2008 г.
2008
13.
S. Repin
A posteriori estimates for nonlinear variational problems
Workshop on Multiscale Methods, место проведения: Geilo, Norway, время проведения: December 4-5, 2008 г
2008
14.
E. Gorshkova, P. Neittaanmaki, S. Repin
A Posteriori Error Estimates for Viscous Flow Problem with Rotation
Workshop"Reliable Methods of Mathematical Modeling"
2007
15.
E. Gorshkova, P. Neittaanmaki, S. Repin
A Posteriori Error Estimates for Viscous Flow Problem with Rotation
"Adaptive Numerical Methods for PDEs", Oberwolfach, Germany.
2007
16.
E. Gorshkova, P. Neittaanmaki, S. Repin
A Posteriori Error Estimates for Viscous Flow Problem with Rotation
Petrovskii International Conference "Differential Equations and Related Topics" (22 meeting), Moscow
2007
17.
E. Gorshkova, P. Neittaanmaki, S. Repin
Mesh-Adaptive Methods for Viscous Flow Problem with Rotation
ADMOS 2007, Goteborg, Sweeden.
2007
18.
E. Gorshkova, P. Neittaanmaki, S. Repin
Mesh-adaptive methods for viscous flow problem with rotation"
Springer
2007
19.
Repin S.I. (with A. Gaevskaya and W. H. Hoppe)
A posteriori estimates for cost functionals of optimal control problems
Proceedings of 6th European Conference on Numerical Mathematics and Advanced Applications, pp. 291–298, Springer, Berlin, 2006
2006
20.
Repin S.I. (with E. Gorshkova and P.Neittaanmaki)
Comparative study of a posteriori error estimates for the Stokes problem
Proc. of 6th European Conference on Numerical Mathematics and Advanced Applications, Springer, Berlin, 2006, pp. 255-262
2006
21.
Repin S.I.
Functional Approach to Locally Based A Posteriori Error Estimates for Elliptic and Parabolic Problems
Proc. 6th European Conference on Numerical Mathematics and Advanced Applications, Springer, Berlin, 2006, pp. 133-148
2006
22.
Репин С.И., Талалов О.В
Апостериорные оценки качества решений краевых задач в терминах проблемно ориентированных функционалов
Политехнический симпозиум. СПбГПУ, Декабрь 2006
2006
23.
A. Gaevskaya, and S. Repin.
A posteriori error estimates for linear parabolic problems
University of Zurich (Switzerland) July 6 - 8. International Workshop on Reliable Methods of Mathematical Modeling -RMMM 2005
2005
24.
E. Gorshkova, P. Neittaanmaki, S. Repin
A posteriori error estimates for the Stokes Problem
International conference on Adaptive Modeling and Simulation, ADMOS 2005, Barselona, September 8-10
2005
25.
A. Gaevskaya, R.H.W. Hoppe, S. Repin.
A Posteriori Estimates for the Cost Functional for a Class of Optimal Control Problems
University of Santiago de Compostela (Spain) July 18 - 22. 6th European Conference on Numerical Mathematics and Advanced Applications - ENUMATH 2005.
2005
26.
A. Gaevskaya, R.H.W. Hoppe, S. Repin.
Error Majorants for Distributed Optimal Control Problems with Control Constraints
Tomar (Portugal) July 26 - 29. Workshop on PDE Constrained Optimization.
2005
27.
A. Gaevskaya, R.H.W. Hoppe, S. Repin.
Error Majorants for Distributed Optimal Control Problems with Control Constraints
Johann Radon Institute for Computational and Applied Mathematics (RICAM)} (Linz, Austria) November 7 - 11. International Workshop on "Direct and Inverse Field Computations in Mechanics".
2005
28.
А.В.Музалевский, С.И.Репин
О вычислении апостериорных оценок функционального типа.
Материалы Шестого Всероссийского семинара "Сеточные методы для краевых задач и приложения", Казань
2005
29.
S.I. Repin, S. Korotov and P. Neittaanmaki
A posteriori error estimation in terms of linear functionals.
In Proc. 5th European Conference on Numerical Mathematics and applications, Prague
2004
30.
S.I. Repin, S. Sauter and A. Smolianski.
A posteriori estimation of dimension reduction errors.
In Proc. 5th European Conference on Numerical Mathematics andapplications, Prague
2004
31.
S.I. Repin, E. Gorshkova.
Error control of the approximate solution to the Stokes equation using a posteriori error estimates of functional type.
In European Congress on Computational Methods in Applied Sciences and Engineering, ECCOMAS 2004, Jyvaskyla, 24-28 July
2004
32.
Repin S.
Finite element methods
March 1-2, University of Houston, Texas, USA.
2003
33.
Repin S.
Reliable Methods of Mathematical Modelling and Applications in Science and Technology
September 25-27, Jyvaskyla, Finland.
2003
34.
Repin S.I.
A posteriori estimates of the accuracy of 2Dmodels of 3D elasticity problems.
Internatinal Conference “3D problems in Elasticity Theory.” June, Jyuvaskyla, Finland (invited speaker). 30min-lecture.
2000
35.
Repin S.I.
A posteriory error estimates of the accuracy of variational methods For nonconvex variational problems.
5th French-Russian-Finnish Workshop on Numerical Analysis and Applications. June, Jyuvaskyla, Finland (invited speaker) 1-hour lecture.