@article{article_629833, title={Approximation by $p-$Faber-Laurent rational functions in doubly-connected domain}, journal={Hacettepe Journal of Mathematics and Statistics}, volume={48}, pages={1356–1366}, year={2019}, author={Jafarov, Sadulla Z.}, keywords={Faber-Laurent rational functions,conformal mapping,regular curve,$\omega$-weighted Smirnov class $E^{p}(G;\omega )$,$k$-th integral modulus of continuity}, abstract={Let $G$ be a doubly-connected domain bounded by regular curves. In this work, the approximation properties of the $p-$Faber-Laurent rational seriesexpansions in the $\omega -$weighted Smirnov classes $E^{p}(G,\omega )$ are studied.}, number={5}, publisher={Hacettepe University}