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Table 3 The approximation error of \(S_{n,n}^{q_{n},q_{n}} ( h_{0} ) \) to \(h_{0}\) by means of the Lipschitz functions on \(I_{R}\) for \(\theta =0.1\times 10^{-5}\)

From: Some inequalities and numerical results estimating error of approximation for tensor product kind bivariate quantum beta-type operators and pertaining to GBS variant

  n = 1 × 106 n = 1 × 105 n = 1 × 104
\(\delta _{1}=\delta _{2}\) 0.6902146233 × 10−2 0.2182668528 × 10−1 0.6902780895 × 10−1
\(M_{h_{0}}\) 0.5517007928 × 10−1 0.1741384101 0.5474605603
\(E_{3} ( S_{n,n}^{q_{n},q_{n}} ( h_{0} ) ,h_{0} ) \) 0.5516953024 × 10−1 0.1741370781 0.5474576333