Abstract
Let G be a doubly connected domain in the complex plane mathbb {C} , bounded by Ahlfors 1-regular curves. In this study the approximation of the functions by Faber–Laurent rational functions in the omega -weighted generalized grand Smirnov classes mathcal {E}^{p),theta }(G,omega ) in the term of the rth,~r=1,2ldots , mean modulus of smoothness are investigated.
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