Abstract
Abstract In the present work, we explore Fejér-type operators within the mixed Lebesgue space L p → [ ℝ 2 ] {L_{\vec{p}}[\mathbb{R}^{2}]} and establish the degree of approximation for functions belonging to the class H p → η 1 , η 2 {H_{\vec{p}}^{\eta_{1},\eta_{2}}} through the utilization of Fejér-type operators.
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