DOIAbstract
The purpose of this paper is to show that the Markov inequality does not hold on the graph of holomorphic function
The purpose of this paper is to show that the Markov inequality does not hold on the graph of holomorphic function
AbstractWe consider the Markov problem of finding the so-called Markov factor M(U,K):=supu∈U‖Du‖‖u‖,...
A graph operator is a mapping F : Γ → Γ ′ , where Γ and ...
International audienceLet G = (Ω, E) be a graph and let d be the graph distance. Consider a discrete...
On a graph, we give a characterization of a parabolic Harnack inequality and Gaussian estimates for ...
Markov’s inequality is a certain estimate for the norm of the derivative of a polynomial in terms of...
AbstractThis paper gives new admissible values for the constant in Markov inequality in the p-metric...
AbstractOur object is to present an independent proof of the extension of V.A. Markov's theorem to G...
Centro de Informacion y Documentacion Cientifica (CINDOC). C/Joaquin Costa, 22. 28002 Madrid. SPAIN ...
AbstractIn this note we consider the classical extremal problem of estimating the L2-norm of the der...
In an answer to a question raised by chemist Mendeleev, A. Markov proved that if is a real polynom...
The best constant in Markov’s inequality on R for the Hermite weight is characterized in terms of th...
AbstractThis article considers the extension of V.A. Markov's theorem for polynomial derivatives to ...
This is a PDF file obtained by scanning the original unpublished 1971 typescript that has been lost....
We provide a solution to a long-standing open problem that lives in the interface of pluripotential ...
A graph operator is a mapping F : Γ → Γ ′ , where Γ and ...
AbstractWe consider the Markov problem of finding the so-called Markov factor M(U,K):=supu∈U‖Du‖‖u‖,...
A graph operator is a mapping F : Γ → Γ ′ , where Γ and ...
International audienceLet G = (Ω, E) be a graph and let d be the graph distance. Consider a discrete...
On a graph, we give a characterization of a parabolic Harnack inequality and Gaussian estimates for ...
Markov’s inequality is a certain estimate for the norm of the derivative of a polynomial in terms of...
AbstractThis paper gives new admissible values for the constant in Markov inequality in the p-metric...
AbstractOur object is to present an independent proof of the extension of V.A. Markov's theorem to G...
Centro de Informacion y Documentacion Cientifica (CINDOC). C/Joaquin Costa, 22. 28002 Madrid. SPAIN ...
AbstractIn this note we consider the classical extremal problem of estimating the L2-norm of the der...
In an answer to a question raised by chemist Mendeleev, A. Markov proved that if is a real polynom...
The best constant in Markov’s inequality on R for the Hermite weight is characterized in terms of th...
AbstractThis article considers the extension of V.A. Markov's theorem for polynomial derivatives to ...
This is a PDF file obtained by scanning the original unpublished 1971 typescript that has been lost....
We provide a solution to a long-standing open problem that lives in the interface of pluripotential ...
A graph operator is a mapping F : Γ → Γ ′ , where Γ and ...
AbstractWe consider the Markov problem of finding the so-called Markov factor M(U,K):=supu∈U‖Du‖‖u‖,...
A graph operator is a mapping F : Γ → Γ ′ , where Γ and ...
International audienceLet G = (Ω, E) be a graph and let d be the graph distance. Consider a discrete...
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