Fahreddin Abdullayev and Gülnare Abdullayev
نویسنده
چکیده
where the constant c = c(L, p) > 0 does not depend of n and Pn, and μn(L, h, p) → ∞, as n → ∞, depending on geometrical properties of the curve L and the weight function h in neighborhoods of {zj}mj=1. The classical results of (2)-type can be found in [5], [8]. The estimation of (2)-type was investigated by [6], [7, pp.122-133], [4], [1]-[3] and others. In this work, we investigate the condition “pay off” singularity of the curve and the weight function, whose estimation of (2) coincides with an estimation when the boundary curve and weight functions have no singularities. We also consider the cases when the conditions “pay off” singularity of the curve and the weight function do not hold.
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