Add to ORKGThe obtaining of necessary and sufficient conditions for the execution of inequalities of Hilbert type on a system of root functions of an ordinary differential operator of an odd order and connected with them sufficient conditions of the basisness of Riess for the system investigated is the aim of the paper. As a result the new representation for a root function of an ordinary operator of an odd order has been obtained. Theorems about necessary and sufficient conditions of truth of inequalities of Hilbert type on the investigated system in various classes of functions have been proved. Necessary conditions of the basisness of Riess for a system of root functions have been obtainedAvailable from VNTIC / VNTIC - Scientific & Technical Inform...
In this paper we establish some new inequalities similar to certain extensions\ud of Hilbert inequal...
AbstractWe prove an inequality related to polynomial functions of a square matrix, involving the num...
International audienceWe prove an inequality related to polynomial functions of a square matrix, inv...
The basis properties (completeness, minimum, basis character etc.) in the systems of the exponents a...
AbstractThis paper deals with a Hilbert-type linear series operator and its norm. Several generaliza...
A Hilbert-type linear operator T:ℓϕp→ℓψp is defined. As for appli...
ABSTRACT. Duggal-Jeon-Kubrusly([2]) introduced Hilbert space operator T satisfying prop-erty |T |2 ≤...
AbstractThis paper deals with new generalizations of Hilbert's inequality and their applications. It...
Abstract A Hilbert-type linear operator is defined. As for applications, a more precise operator i...
AbstractIn the present paper we establish some new inequalities similar to certain extensions of Hil...
This paper deals with the behavior of solutions of ordinary differential equations in a Hilbert Spac...
AbstractA study of sharpening Heinz inequality leads to definitions of weak operator versions and op...
Integer functions, generalized functions, inequalities of Bernstain-Nikolsky, theorems of embedding,...
By using the way of weight coefficient and the theory of operators, we define a Hilbert-type operato...
Our aim is to establish sharp weighted bounds for the Hilbert transform of odd and even functions in...
In this paper we establish some new inequalities similar to certain extensions\ud of Hilbert inequal...
AbstractWe prove an inequality related to polynomial functions of a square matrix, involving the num...
International audienceWe prove an inequality related to polynomial functions of a square matrix, inv...
The basis properties (completeness, minimum, basis character etc.) in the systems of the exponents a...
AbstractThis paper deals with a Hilbert-type linear series operator and its norm. Several generaliza...
A Hilbert-type linear operator T:ℓϕp→ℓψp is defined. As for appli...
ABSTRACT. Duggal-Jeon-Kubrusly([2]) introduced Hilbert space operator T satisfying prop-erty |T |2 ≤...
AbstractThis paper deals with new generalizations of Hilbert's inequality and their applications. It...
Abstract A Hilbert-type linear operator is defined. As for applications, a more precise operator i...
AbstractIn the present paper we establish some new inequalities similar to certain extensions of Hil...
This paper deals with the behavior of solutions of ordinary differential equations in a Hilbert Spac...
AbstractA study of sharpening Heinz inequality leads to definitions of weak operator versions and op...
Integer functions, generalized functions, inequalities of Bernstain-Nikolsky, theorems of embedding,...
By using the way of weight coefficient and the theory of operators, we define a Hilbert-type operato...
Our aim is to establish sharp weighted bounds for the Hilbert transform of odd and even functions in...
In this paper we establish some new inequalities similar to certain extensions\ud of Hilbert inequal...
AbstractWe prove an inequality related to polynomial functions of a square matrix, involving the num...
International audienceWe prove an inequality related to polynomial functions of a square matrix, inv...