Abstract
Here we study quantitatively the approximation of multivariate function by general multivariate positive sublinear operators with applications to multivariate max-product operators. These are of Bernstein type, of Favard–Szasz–Mirakjan type, of Baskakov type, of sampling type, of Lagrange interpolation type and of Hermite–Fejer interpolation type. Our results are both: under the presence of smoothness and without any smoothness assumption on the function to be approximated.
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