AbstractRecently Denisov (aka Dennisov) (Proc. Amer. Math. Soc.) has proved the following remarkable extension of Rakhmanov's theorem (Math. USSR-Sb. 46 (1983) 105; Russian Original, Mat. Sb. 118 (1982) 104) (see also (Mate et al., Constr. Approx., 1 (1985) 63; Nevai, J. Approx. Theory 65 (1991) 322)) which was conjectured in (Nevai, in: Approximation Theory IV, Vol. II, Academic Press, New York, 1989, pp. 449–489, Conjecture 2.7, p. 453)
In Ref. 9, Kosaki proved an uncertainty principle for matrices, related to Wigner-Yanase-Dyson infor...
AbstractWe present some properties of the distributions T of the form ∑i(δpi−δni), with ∑id(pi,ni)<∞...
AbstractLet r(n) denote the number of integral ideals of norm n in a cubic extension K of the ration...
AbstractOrthogonal polynomials on the unit circle are completely determined by their reflection coef...
AbstractA composition of birational maps given by Laurent polynomials need not be given by Laurent p...
AbstractFor Rd or Td, a strong converse inequality of type A (in the terminology of Ditzian and Ivan...
AbstractIn this short note, we discuss the Chebyshev's maximum principle in several variables. We sh...
AbstractWe show that Lagrange interpolants at the Chebyshev zeros yield best relative polynomial app...
AbstractIn this article, we consider the system of polynomials orthogonal on the unit circle. It is ...
AbstractFor classical Bernstein operators over the unit square, we obtain the best uniform constant ...
AbstractIn the present paper, we establish some direct results in simultaneous approximation for Bas...
We prove a general result on equality of the weak limits of the zero counting measure, dνndνn, of or...
Contains a correction with respect to the printed versionWe provide sharp estimates for the number o...
AbstractWe represent a new quantitative variant of Voronovskaja's theorem for Bernstein operator. Th...
AbstractThe main topic of the paper is best constants in Markov-type inequalities between the norms ...
In Ref. 9, Kosaki proved an uncertainty principle for matrices, related to Wigner-Yanase-Dyson infor...
AbstractWe present some properties of the distributions T of the form ∑i(δpi−δni), with ∑id(pi,ni)<∞...
AbstractLet r(n) denote the number of integral ideals of norm n in a cubic extension K of the ration...
AbstractOrthogonal polynomials on the unit circle are completely determined by their reflection coef...
AbstractA composition of birational maps given by Laurent polynomials need not be given by Laurent p...
AbstractFor Rd or Td, a strong converse inequality of type A (in the terminology of Ditzian and Ivan...
AbstractIn this short note, we discuss the Chebyshev's maximum principle in several variables. We sh...
AbstractWe show that Lagrange interpolants at the Chebyshev zeros yield best relative polynomial app...
AbstractIn this article, we consider the system of polynomials orthogonal on the unit circle. It is ...
AbstractFor classical Bernstein operators over the unit square, we obtain the best uniform constant ...
AbstractIn the present paper, we establish some direct results in simultaneous approximation for Bas...
We prove a general result on equality of the weak limits of the zero counting measure, dνndνn, of or...
Contains a correction with respect to the printed versionWe provide sharp estimates for the number o...
AbstractWe represent a new quantitative variant of Voronovskaja's theorem for Bernstein operator. Th...
AbstractThe main topic of the paper is best constants in Markov-type inequalities between the norms ...
In Ref. 9, Kosaki proved an uncertainty principle for matrices, related to Wigner-Yanase-Dyson infor...
AbstractWe present some properties of the distributions T of the form ∑i(δpi−δni), with ∑id(pi,ni)<∞...
AbstractLet r(n) denote the number of integral ideals of norm n in a cubic extension K of the ration...