DOIAbstract
AbstractIn this paper some characterizations of the regularity of (0, 2) interpolation are given
AbstractIn this paper some characterizations of the regularity of (0, 2) interpolation are given
Given a set of points x(i), i=0,...,n on [-1, 1] and the corresponding values y(i), i=0,...,n of a 2...
AbstractThe classical bounds on the truncation error of quadrature formulas obtained by Peano's Theo...
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
AbstractThe purpose of this paper is to show regularity of (0, 1, ..., r − 2, r) and (0, 1, ..., r −...
AbstractIn this paper the regularity of nine Pál-type interpolation problems is proved. In the liter...
AbstractIn this paper (0,m)-interpolation on the zeros of z(zn−αn) is proved to be regular if and on...
AbstractIn this paper a result due to Gevorgian, Sahakian, and the author concerning the regularity ...
This book is the third edition of the 1999 lecture notes of the courses on interpolation theory that...
It is well-known that the interpolation theory plays an important role in many fields of computer vi...
AbstractA necessary and sufficient condition of regularity of (0, 1, ..., m − 2, m)-interpolation on...
AbstractGiven a set of points xi, i=0,…,n on [−1,1] and the corresponding values yi, i=0,…,n of a 2-...
summary:It is well-known that the interpolation theory plays an important role in many fields of com...
The conclusions of various interpolation theorems are different in nature. Some of them only allow o...
The classical bounds on the truncation errorofquadrature formulas obtained by Peano's Theorem are re...
Under a mild regularity condition we prove that the generator of the interpolation of two $C_0$-semi...
Given a set of points x(i), i=0,...,n on [-1, 1] and the corresponding values y(i), i=0,...,n of a 2...
AbstractThe classical bounds on the truncation error of quadrature formulas obtained by Peano's Theo...
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
AbstractThe purpose of this paper is to show regularity of (0, 1, ..., r − 2, r) and (0, 1, ..., r −...
AbstractIn this paper the regularity of nine Pál-type interpolation problems is proved. In the liter...
AbstractIn this paper (0,m)-interpolation on the zeros of z(zn−αn) is proved to be regular if and on...
AbstractIn this paper a result due to Gevorgian, Sahakian, and the author concerning the regularity ...
This book is the third edition of the 1999 lecture notes of the courses on interpolation theory that...
It is well-known that the interpolation theory plays an important role in many fields of computer vi...
AbstractA necessary and sufficient condition of regularity of (0, 1, ..., m − 2, m)-interpolation on...
AbstractGiven a set of points xi, i=0,…,n on [−1,1] and the corresponding values yi, i=0,…,n of a 2-...
summary:It is well-known that the interpolation theory plays an important role in many fields of com...
The conclusions of various interpolation theorems are different in nature. Some of them only allow o...
The classical bounds on the truncation errorofquadrature formulas obtained by Peano's Theorem are re...
Under a mild regularity condition we prove that the generator of the interpolation of two $C_0$-semi...
Given a set of points x(i), i=0,...,n on [-1, 1] and the corresponding values y(i), i=0,...,n of a 2...
AbstractThe classical bounds on the truncation error of quadrature formulas obtained by Peano's Theo...
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
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