T. Suslina

collaborators

2 papers

math.FA2025

Homogenization of non-symmetric convolution type operators

Andrey Piatnitski, Vladimir Sloushch, Tatiana Suslina +1

The paper studies homogenization problem for a bounded in $L_{2} (R^{d})$ convolution type operator ${\mathbb A}_\eps$, $\eps >0$, of the form $$ ({\mathbb A}_\eps u) (\x) = \ep…

math.AP2024

Operator estimates in homogenization of Lévy-type operators with periodic coefficients

Andrey Piatnitski, Vladimir Sloushch, Tatiana Suslina +1

The paper deals with homogenization of self-adjoint operators in $L_{2} (R^{d})$ of the form $$ ({\mathbb A}_\eps u) (\x) = \int_{\R^d} μ(\x/\eps, \y/\eps) \frac{\left( u(\x) -…