AbstractWe estimate the constants related with the direct result for positive linear operators which preserves linear functions. The estimates are presented for the modulus of smoothness ω2φ(f,h), where the weight φ is a function such that φ2 is concave
Let \u3c8K be the Chebyshev function of a number field K. Let \u3c8K(1)(x) := 2b0x\u3c8K(t) dt and \...
AbstractWe establish sufficient conditions for obtaining a strong converse inequality of type B in t...
AbstractWe introduce the error-sum function of Lüroth series. Some elementary properties of this fun...
AbstractIn the present paper we define the generalization of the Phillips operators. Direct and conv...
AbstractSome new generalizations of the Hilbert integral inequality by introducing real functions ϕ(...
Contains a correction with respect to the printed versionWe provide sharp estimates for the number o...
The aim of this paper is to give a direct interpretation of the validity of the Riemann hypothesis u...
AbstractThe pointwise approximation properties of the MKZ–Bézier operators Mn,α(f,x) for α≥1 have be...
AbstractIn this paper we give new estimates for the solution to the Schrödinger equation with quadra...
AbstractLet Γ(x) denote Euler's gamma function. The following inequality is proved: for y>0 and x>1 ...
AbstractWe represent a new quantitative variant of Voronovskaja's theorem for Bernstein operator. Th...
AbstractWe present in detail a linear, constant-coefficient initial/boundary value problem for which...
AbstractThe ψ-operator for (ϕ,Γ)-modules plays an important role in the study of Iwasawa theory via ...
AbstractWe give a rigorous derivation of the anelastic approximation starting from the compressible ...
AbstractThis is an addendum to the paper [K. Bacher, K.T. Sturm, Localization and tensorization prop...
Let \u3c8K be the Chebyshev function of a number field K. Let \u3c8K(1)(x) := 2b0x\u3c8K(t) dt and \...
AbstractWe establish sufficient conditions for obtaining a strong converse inequality of type B in t...
AbstractWe introduce the error-sum function of Lüroth series. Some elementary properties of this fun...
AbstractIn the present paper we define the generalization of the Phillips operators. Direct and conv...
AbstractSome new generalizations of the Hilbert integral inequality by introducing real functions ϕ(...
Contains a correction with respect to the printed versionWe provide sharp estimates for the number o...
The aim of this paper is to give a direct interpretation of the validity of the Riemann hypothesis u...
AbstractThe pointwise approximation properties of the MKZ–Bézier operators Mn,α(f,x) for α≥1 have be...
AbstractIn this paper we give new estimates for the solution to the Schrödinger equation with quadra...
AbstractLet Γ(x) denote Euler's gamma function. The following inequality is proved: for y>0 and x>1 ...
AbstractWe represent a new quantitative variant of Voronovskaja's theorem for Bernstein operator. Th...
AbstractWe present in detail a linear, constant-coefficient initial/boundary value problem for which...
AbstractThe ψ-operator for (ϕ,Γ)-modules plays an important role in the study of Iwasawa theory via ...
AbstractWe give a rigorous derivation of the anelastic approximation starting from the compressible ...
AbstractThis is an addendum to the paper [K. Bacher, K.T. Sturm, Localization and tensorization prop...
Let \u3c8K be the Chebyshev function of a number field K. Let \u3c8K(1)(x) := 2b0x\u3c8K(t) dt and \...
AbstractWe establish sufficient conditions for obtaining a strong converse inequality of type B in t...
AbstractWe introduce the error-sum function of Lüroth series. Some elementary properties of this fun...
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