S. Pastukhova

发表

Galerkin approximations in problems with anisotropic p(·)-Laplacian

S. Pastukhova, D. Yakubovich, 2019 .

Uniform convexity and variational convergence

V. Zhikov, S. Pastukhova, 2014 .

On the Convergence of Hyperbolic Semigroups in Variable Hilbert Spaces

S. Pastukhova, 2005 .

Approximations of the operator exponential in a periodic diffusion problem with drift

S. Pastukhova, 2013 .

Approximations of Resolvents of Second Order Elliptic Operators with Periodic Coefficients

S. Pastukhova, 2022, Journal of Mathematical Sciences.

Improved homogenization estimates for high order elliptic systems

S. Pastukhova, 2022, 2208.00189.

Resolvent Approximations in L2-Norm for Elliptic Operators Acting in a Perforated Space

S. Pastukhova, 2020, Journal of Mathematical Sciences.

Approximation of the exponential of a diffusion operator with multiscale coefficients

S. Pastukhova, 2014, Functional Analysis and Its Applications.

On gaps in the spectrum of the operator of elasticity theory on a high contrast periodic structure

S. Pastukhova, V. V. Zhikov, 2012, Journal of Mathematical Sciences.

Approximations of the exponential of an operator with periodic coefficients

S. Pastukhova, 2012, Journal of Mathematical Sciences.

Gamma-Convergence of Integrands with Nonstandard Coercivity and Growth Conditions

V. Zhikov, S. Pastukhova, 2014, Journal of Mathematical Sciences.

Homogenization Estimates in the Riemann–Hilbert Problem for the General Beltrami Equation on the Plane

S. Pastukhova, 2017, Journal of Mathematical Sciences.

Large-Time Asymptotics of Fundamental Solutions for Diffusion Equations in Periodic Media and its Application to Averaging-Theory Estimates

V. Zhikov, S. Pastukhova, 2020, Journal of Mathematical Sciences.

On the property of higher integrability for parabolic systems of variable order of nonlinearity

V. Zhikov, S. Pastukhova, 2010 .

Improved integrability of the gradients of solutions of elliptic equations with variable nonlinearity exponent

V. Zhikov, S. Pastukhova, 2008 .

Degenerate equations of monotone type: Lavrent'ev phenomenon and attainability problems

Svetlana Evgenievna Pastukhova, S. Pastukhova, 2007 .

Homogenization of Scalar Problem for a Combined Structure with Singular or Thin Reinforcement

S. E. Pastukhova, A. Esposito, A. Corbo Esposito, 2007 .

Approximate Conditions and Passage to the Limit in Sobolev Spaces over Thin and Composite Structures

S. Pastukhova, 2006 .

On the Trotter-Kato theorem in a variable space

S. E. Pastukhova, V. Zhikov, Vasilii Vasil'evich Zhikov, 2007 .

Derivation of the limit equations of elasticity theory on thin nets

V. Zhikov, S. Pastukhova, 2006 .

On the Korn Inequalities on Thin Periodic Frames

V. Zhikov, S. Pastukhova, 2004 .

Homogenization for elasticity problems on periodic networks of critical thickness

V. Zhikov, Vasilii Vasil'evich Zhikov, S E Pastukhova, 2003 .

Homogenization of elasticity problems on periodic rod frames of critical thickness

V. Zhikov, S. Pastukhova, 2002 .

Homogenization of elasticity problems on periodic box structures of critical thickness

S. Pastukhova, 2002 .

Spectral Asymptotics for a Steady-State Heat Conduction Problem in a Perforated Domain

S. Pastukhova, 2001 .

On the Navier-Stokes equations: Existence theorems and energy equalities

V. Zhikov, S. Pastukhova, 2012, Proceedings of the Steklov Institute of Mathematics.

The Navier-Stokes equations: Existence theorems and energy equalities

V. Zhikov, S. Pastukhova, 2011 .

On homogenization estimates in Neuman boundary value problem for an elliptic equation with multiscale coefficients

S. Pastukhova, R. Tikhomirov, 2015, 1512.06396.

L2- Approximation of Resolvents in Homogenization of Higher Order Elliptic Operators

S. Pastukhova, 2020, Journal of Mathematical Sciences.

Homogenization Estimates for Singularly Perturbed Operators

S. Pastukhova, 2020, Journal of Mathematical Sciences.

On the Navier-Stokes equations: Existence theorems and energy equalities

V. Zhikov, S. Pastukhova, 2012, Proceedings of the Steklov Institute of Mathematics.

Galerkin approximations for the Dirichlet problem with the -Laplacian

S. Pastukhova, D. Yakubovich, 2019, Sbornik: Mathematics.

A posteriori estimates of the deviation from exact solutions to variational problems under nonstandard coerciveness and growth conditions

S. E. Pastukhova, S. Pastukhova, 2021 .

On Integral Representation of Γ-Limit Functionals

V. Zhikov, S. Pastukhova, 2016, Journal of Mathematical Sciences.

The -convergence of oscillating integrands with nonstandard coercivity and growth conditions

V. Zhikov, S. Pastukhova, 2014 .

Homogenization of Problems of Elasticity Theory on Periodic Box and Rod Frames of Critical Thickness

S. Pastukhova, 2005 .

Homogenization and two-scale convergence in the Sobolev space with an oscillating exponent

V. Zhikov, S. Pastukhova, 2019, St. Petersburg Mathematical Journal.

On Consequences of the Strong Convergence in Lebesgue–Orlich Spaces

S. Pastukhova, 2018, Journal of Mathematical Sciences.

On Consequences of the Strong Convergence in Lebesgue–Orlich Spaces

S. Pastukhova, 2018, Journal of Mathematical Sciences.

Homogenization of multivalued monotone operators with variable growth exponent

Svetlana E. Pastukhova, Valeria Chiadò Piat, V. C. Piat, 2020, Networks Heterog. Media.

UNIFORM CONVEXITY AND VARIATIONAL

V. Zhikov, S. Pastukhova, 2022 .

A Posteriori Estimates for the Accuracy of Approximations in Variational Problems with Power Functionals

S. Pastukhova, 2020 .

A Posteriori Estimates for the Accuracy of Approximations in Variational Problems with Power Functionals

S. Pastukhova, 2019, Journal of Mathematical Sciences.

Homogenization of monotone operators under conditions of coercitivity and growth of variable order

V. Zhikov, S. Pastukhova, 2011 .

Gamma–closure of some classes of nonstandard convex integrands

S. Pastukhova, A. Khripunova, 2011 .

Operator estimates in homogenization theory

V. Zhikov, S. Pastukhova, 2016 .

Resolvent [IMG align=ABSMIDDLE alt=$ L^2$]tex_sm_4907_img1[/IMG]-approximation in homogenization of fourth order elliptic operators

Svetlana Evgenievna Pastukhova, S. Pastukhova, 2021 .