AbstractDistributional inequalities are shown to determine analytic, geometric, and convergence properties of the “Landau type polynomials” for a continuous function on a compact interval
Master of ScienceDepartment of MathematicsMarianne KortenDistribution theory is an important tool in...
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
AbstractA Landau–Kolmogorov type inequality for generators of a wide class of strongly continuous fa...
AbstractDistributional inequalities are shown to determine analytic, geometric, and convergence prop...
AbstractAn approximation method and distributional inequalities are used to generalize a classical l...
Some inequalities of the Landau type for functions whose derivatives are of locally bounded variatio...
The paper presents an approximation theorem, somewhat similar in content to Stone-Weierstrass theore...
Some inequalities of the Landau type for functions whose derivatives\ud are of locally bounded varia...
AbstractOn compact sets preserving Markov's inequality, Bernstein-type conditions for a continuous f...
Abstract. Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition...
AbstractLandau-type inequalities are investigated with general weight functions satisfying appropria...
In this paper the equivalence between the Campanato spaces and homogeneous Lipschitz spaces is shown...
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
AbstractOur object is to present an independent proof of the extension of V.A. Markov's theorem to G...
summary:In the paper a simple proof of the Weierstrass approximation theorem on a function continuou...
Master of ScienceDepartment of MathematicsMarianne KortenDistribution theory is an important tool in...
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
AbstractA Landau–Kolmogorov type inequality for generators of a wide class of strongly continuous fa...
AbstractDistributional inequalities are shown to determine analytic, geometric, and convergence prop...
AbstractAn approximation method and distributional inequalities are used to generalize a classical l...
Some inequalities of the Landau type for functions whose derivatives are of locally bounded variatio...
The paper presents an approximation theorem, somewhat similar in content to Stone-Weierstrass theore...
Some inequalities of the Landau type for functions whose derivatives\ud are of locally bounded varia...
AbstractOn compact sets preserving Markov's inequality, Bernstein-type conditions for a continuous f...
Abstract. Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition...
AbstractLandau-type inequalities are investigated with general weight functions satisfying appropria...
In this paper the equivalence between the Campanato spaces and homogeneous Lipschitz spaces is shown...
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
AbstractOur object is to present an independent proof of the extension of V.A. Markov's theorem to G...
summary:In the paper a simple proof of the Weierstrass approximation theorem on a function continuou...
Master of ScienceDepartment of MathematicsMarianne KortenDistribution theory is an important tool in...
Some inequalities of Landau type for functions whose derivates satisfy Hölder’s condition are pointe...
AbstractA Landau–Kolmogorov type inequality for generators of a wide class of strongly continuous fa...
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