Add to ORKGThe acceleration field of subsequence matrix transformations are studied with respect to the convergence rate of the sequence being ac-celerated. Included is a proof that no subsequencing algorithm exists which will determine a set of subscripts (/?(/)) for which (y Π (,)) will be linear for every y which converges at the same rate as or faster (slower) than a fixed sequence Λ\ 1. Introduction. D. F. Dawson [2] has characterized the summability field of a matrix A by showing A is convergence preserving over the set of all sequences which converge faster than some fixed sequence x, A is convergence preserving over the set of all sequences, or A only preserves the limit of a set of constant sequences. We seek a
In this paper, we give some new algebraic properties of a sequence transformation due to Drummond fo...
In this article, in a few pages, we will try to give an idea of convergence acceleration methods and...
We present a systematic study on the linear convergence rates of the powers of (real or com-plex) ma...
The acceleration field of subsequence matrix transformations are studied with respect to the converg...
Abstract. In this article the notion of acceleration convergence of double sequences in Pringsheim’s...
AbstractThe Θ̂-algorithm is a general extrapolation procedure for accelerating the convergence of se...
Abstract. Regular matrix methods that improve and accelerate the convergence of sequences and series...
AbstractThe purpose of this paper is to propose acceleration methods for certain logarithmically con...
AbstractLet A = [amn], B = [bmn] be two regular Toeplitz matrices. Suppose that for every convergent...
AbstractSequence transformations are important tools for the convergence acceleration of slowly conv...
AbstractThe paper is a systematic survey of recently developed methods for the acceleration of MM, m...
Let $(S_n)$ be some vector sequence, converging to S, satisfying $S_n - S \sim ϱ ^n n^{θ}(β_0 + β_1 ...
When a sequence or an iterative process is slowly converging, a convergence acceleration process has...
AbstractWe study the rate of convergence of a sequence of linear operators that converges pointwise ...
AbstractTo improve the efficiency of the straightforward algorithm for general secant methods in sev...
In this paper, we give some new algebraic properties of a sequence transformation due to Drummond fo...
In this article, in a few pages, we will try to give an idea of convergence acceleration methods and...
We present a systematic study on the linear convergence rates of the powers of (real or com-plex) ma...
The acceleration field of subsequence matrix transformations are studied with respect to the converg...
Abstract. In this article the notion of acceleration convergence of double sequences in Pringsheim’s...
AbstractThe Θ̂-algorithm is a general extrapolation procedure for accelerating the convergence of se...
Abstract. Regular matrix methods that improve and accelerate the convergence of sequences and series...
AbstractThe purpose of this paper is to propose acceleration methods for certain logarithmically con...
AbstractLet A = [amn], B = [bmn] be two regular Toeplitz matrices. Suppose that for every convergent...
AbstractSequence transformations are important tools for the convergence acceleration of slowly conv...
AbstractThe paper is a systematic survey of recently developed methods for the acceleration of MM, m...
Let $(S_n)$ be some vector sequence, converging to S, satisfying $S_n - S \sim ϱ ^n n^{θ}(β_0 + β_1 ...
When a sequence or an iterative process is slowly converging, a convergence acceleration process has...
AbstractWe study the rate of convergence of a sequence of linear operators that converges pointwise ...
AbstractTo improve the efficiency of the straightforward algorithm for general secant methods in sev...
In this paper, we give some new algebraic properties of a sequence transformation due to Drummond fo...
In this article, in a few pages, we will try to give an idea of convergence acceleration methods and...
We present a systematic study on the linear convergence rates of the powers of (real or com-plex) ma...