Operator Estimates in Two-Dimensional Problems with a Frequent Alternation in the Case of Small Parts with the Dirichlet Condition

Norm Resolvent Convergence of Elliptic Operators in Domains with Thin Spikes

(2022) D. I. Borisov   Journal of Mathematical Sciences

Operator Estimates for Planar Domains with Irregularly Curved Boundary. The Dirichlet and Neumann Conditions

(2022) D. I. Borisov   Journal of Mathematical Sciences

Operator L2-Estimates for Two-Dimensional Problems with Rapidly Alternating Boundary Conditions

(2022) D. I. Borisov et al.   Journal of Mathematical Sciences

Operator estimates for non-periodically perforated domains with Dirichlet and nonlinear Robin conditions: vanishing limit

(2022) D. I. Borisov et al.   Analysis and Mathematical Physics

Homogenization for locally periodic elliptic operators

(2021) Nikita N. Senik   JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS

Homogenization for Non-self-adjoint Periodic Elliptic Operators on an Infinite Cylinder

(2017) Nikita N. Senik   SIAM JOURNAL ON MATHEMATICAL ANALYSIS

On the resolvent of multidimensional operators with frequently changing boundary conditions in the case of the homogenized Dirichlet condition

(2014) T F Sharapov   SBORNIK MATHEMATICS

Waveguide with non-periodically alternating Dirichlet and Robin conditions: homogenization and asymptotics

(2013) Denis Borisov et al.   ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK

On a Waveguide with Frequently Alternating Boundary Conditions: Homogenized Neumann Condition

(2010) Denis Borisov et al.   ANNALES HENRI POINCARE

Homogenization of the planar waveguide with frequently alternating boundary conditions

(2009) D Borisov et al.   Journal of Physics A-Mathematical and Theoretical