In this chapter, we work on the general complex-valued discrete singular operators over ℝN, N ≥ 1 and their convergence to the unit operator with rates in the Lp-norm for 1 ≤ p ≤ ∞. The related established inequalities contain the higher order Lp-modulus of smoothness of the engaged function or its higher order derivative. It follows [5]
In this article, we study the fractional generalized smooth discrete singular operators on the real ...
In this chapter we continue with the study of generalized discrete singular operators over the real ...
Here we study the approximation properties with rates of generalized discrete versions of Picard, Ga...
In this chapter, we work on the general complex-valued discrete singular operators over the real lin...
Here we give the approximation properties with rates of multivariate generalized discrete versions o...
Here we give the approximation properties with rates of generalized discrete versions of Picard, Gau...
In this chapter, we study the fractional generalized smooth discrete singular operators on the real ...
Here we give the approximation properties with rates of multivariate generalized discrete versions o...
Here we establish the uniform approximation properties of multivariate generalized discrete versions...
In this chapter we study the multivariate generalized discrete singular operators defined on ℝN, N ≥...
In this article, we study the Lp, 1 ≤ p \u3c ∞ approximation properties of general multivariate sing...
In this article we study the multivariate generalized discrete singular operators defined on ℝN, N ≥...
Here we establish the uniform approximation properties of multivariate generalized discrete versions...
Here, we give the approximation properties with rates of generalized discrete versions of Picard, Ga...
Here we give the approximation properties with rates of generalized discrete versions of Picard, Gau...
In this article, we study the fractional generalized smooth discrete singular operators on the real ...
In this chapter we continue with the study of generalized discrete singular operators over the real ...
Here we study the approximation properties with rates of generalized discrete versions of Picard, Ga...
In this chapter, we work on the general complex-valued discrete singular operators over the real lin...
Here we give the approximation properties with rates of multivariate generalized discrete versions o...
Here we give the approximation properties with rates of generalized discrete versions of Picard, Gau...
In this chapter, we study the fractional generalized smooth discrete singular operators on the real ...
Here we give the approximation properties with rates of multivariate generalized discrete versions o...
Here we establish the uniform approximation properties of multivariate generalized discrete versions...
In this chapter we study the multivariate generalized discrete singular operators defined on ℝN, N ≥...
In this article, we study the Lp, 1 ≤ p \u3c ∞ approximation properties of general multivariate sing...
In this article we study the multivariate generalized discrete singular operators defined on ℝN, N ≥...
Here we establish the uniform approximation properties of multivariate generalized discrete versions...
Here, we give the approximation properties with rates of generalized discrete versions of Picard, Ga...
Here we give the approximation properties with rates of generalized discrete versions of Picard, Gau...
In this article, we study the fractional generalized smooth discrete singular operators on the real ...
In this chapter we continue with the study of generalized discrete singular operators over the real ...
Here we study the approximation properties with rates of generalized discrete versions of Picard, Ga...
DOI
Add to ORKG