AbstractEight different algorithms for polynomial interpolation are compared with respect to stability and computational efficiency. Large differences in performance are described and certain methods are shown to be very undesirable
AbstractThis paper presents a parallel algorithm for polynomial interpolation implemented on a mesh ...
AbstractThe fastest known algorithms for the problems of polynomial evaluation and multipoint interp...
AbstractFor the evaluation of a polynomial spline function on a set of equidistant points the differ...
AbstractEight different algorithms for polynomial interpolation are compared with respect to stabili...
Abstract: Since the works of Newton and Lagrange, interpolation had been a mature technique in the n...
AbstractThe fastest known algorithms for the problems of polynomial evaluation and multipoint interp...
AbstractWe give complexity estimates for the problems of evaluation and interpolation on various pol...
We present parallel algorithms for the computation and evaluation of interpolating polynomials. The ...
AbstractIt is known that computing all coefficients of the Lagrangian interpolation polynomial, give...
Polynomial interpolation is an essential subject in numerical analysis. Dealing with a real interval...
We present a few techniques which allow to make better use of hardware integer arithmetic when imple...
We present a few techniques which allow to make better use of hardware integer arithmetic when imple...
We present a few techniques which allow to make better use of hardware integer arithmetic when imple...
113. A new interpolation If we wish to interpolate values of a function between two given values y1,...
Multipoint polynomial evaluation and interpolation are fundamental for modern algebraic and numerica...
AbstractThis paper presents a parallel algorithm for polynomial interpolation implemented on a mesh ...
AbstractThe fastest known algorithms for the problems of polynomial evaluation and multipoint interp...
AbstractFor the evaluation of a polynomial spline function on a set of equidistant points the differ...
AbstractEight different algorithms for polynomial interpolation are compared with respect to stabili...
Abstract: Since the works of Newton and Lagrange, interpolation had been a mature technique in the n...
AbstractThe fastest known algorithms for the problems of polynomial evaluation and multipoint interp...
AbstractWe give complexity estimates for the problems of evaluation and interpolation on various pol...
We present parallel algorithms for the computation and evaluation of interpolating polynomials. The ...
AbstractIt is known that computing all coefficients of the Lagrangian interpolation polynomial, give...
Polynomial interpolation is an essential subject in numerical analysis. Dealing with a real interval...
We present a few techniques which allow to make better use of hardware integer arithmetic when imple...
We present a few techniques which allow to make better use of hardware integer arithmetic when imple...
We present a few techniques which allow to make better use of hardware integer arithmetic when imple...
113. A new interpolation If we wish to interpolate values of a function between two given values y1,...
Multipoint polynomial evaluation and interpolation are fundamental for modern algebraic and numerica...
AbstractThis paper presents a parallel algorithm for polynomial interpolation implemented on a mesh ...
AbstractThe fastest known algorithms for the problems of polynomial evaluation and multipoint interp...
AbstractFor the evaluation of a polynomial spline function on a set of equidistant points the differ...
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