Mixture and interpolation of the parameterized ordered means by Sejong Kim

Subjects: Get full text

Fractal Calculus on Fractal Interpolation Functions by Arulprakash Gowrisankar, Alireza Khalili Golmankhaneh, Cristina Serpa

Subjects: Get full text

On Interpolative Hardy-Rogers Type Contractions by Erdal Karapınar, Obaid Alqahtani, Hassen Aydi

Subjects: Get full text

Quadratic Interpolation and Linear Lifting Design by Solé Joel, Salembier Philippe

“…<p/> <p>A quadratic image interpolation method is stated. The formulation is connected to the optimization of lifting steps. …”
Get full text

Estimates of the degree of comonotone interpolating polynomials by Radu Precup

Get full text

Interpolation of compact non-linear operators by Bento AJG

Subjects: “…Interpolation…”
Get full text

Interpolating matrix models for WLZZ series by A. Mironov, V. Mishnyakov, A. Morozov, A. Popolitov, Rui Wang, Wei-Zhong Zhao

“…Abstract We suggest a two-matrix model depending on three (infinite) sets of parameters which interpolates between all the models proposed in Wang et al. …”
Get full text

Modera techniques of trend analysis and interpolation by L. TORELLI

“…This article contains a schematic exposition of t h e theoretical&#13; framework on which recent techniques of trend analysis and interpolation&#13; rest.&#13; I t is shown t h a t such techniques consist in the joint application of&#13; Analysis of the Variance and of Multivariate Distribution Analysis. …”
Get full text

An Algorithm for Interpolating Ship Motion Vectors by Qinyou Hu, F. Cai, Chun Yang, Chaojian Shi

“…The previous methods can only interpolate ship's position, while not including ship's course and speed. …”
Get full text

The Lienhard Interpolation LQ,p - Method by J. Matušů, M. Matušů

“…This paper deals with a generalization of the Lienhard interpolation method from a new point of view. The invariance of the interpolation curve with respect to a change of orientation in the order of supporting points is proved.…”
Get full text

On Interpolation and Symbol Elimination in Theory Extensions by Viorica Sofronie-Stokkermans

“…In this paper we study possibilities of interpolation and symbol elimination in extensions of a theory $\mathcal{T}_0$ with additional function symbols whose properties are axiomatised using a set of clauses. …”
Get full text

DRVI: Dual Refinement for Video Interpolation by Xuanyi Wu, Zhenkun Zhou, Anup Basu

Subjects: “…Video interpolation…”
Get full text

Evaluation of an Interpolated Controller in an Industrial Photobioreactor by J. C. Moreno, P. Mercader, J. L. Guzman, A. Banos, Per-Olof Gutman

Subjects: “…Interpolated control…”
Get full text

Restricted interpolation by meromorphic inner functions by Poltoratski Alexei, Rupam Rishika

Get full text

Interpolation uncertainty of atmospheric temperature profiles by A. Fassò, M. Sommer, C. von Rohden

“…Using the GP characteristics, a simple formula for computing the linear interpolation standard error is given. Moreover, the GP interpolation is proposed as it provides an alternative interpolation method with its standard error.…”
Get full text

Electrocardiogram estimation using Lagrange interpolation by Om Prakash Yadav, Anil Kumar Sahu

“…This paper proposes an algorithm to estimate electrocardiogram signals from the MIT‐BIH database signal using Lagrange interpolation through Chebyshev nodes. The performance evaluation of the proposed method has been assessed through standard estimation tools. …”
Get full text

Fuzzy Interpolation with Extensional Fuzzy Numbers by Michal Holčapek, Nicole Škorupová, Martin Štěpnička

Subjects: Get full text

Interpolation par des fonctions entières by Ghiocel Groza, Nicolae Pop

Subjects: “…interpolation par des fonction entières…”
Get full text

A boolean method in bivariate interpolation by F. J. Delvos, H. Posdorf

Get full text

On Some Estimate for the Norm of an Interpolation Projector by Mikhail V. Nevskii

“….$ By $\Pi_1\left({\mathbb R}^n\right)$ denote a set of polynomials in $n$ variables of degree $\leq 1$, i. e., a set of linear functions on ${\mathbb R}^n$. The interpolation projector $P:C(Q_n)\to \Pi_1({\mathbb R}^n)$ with the nodes $x^{(j)}\in Q_n$ is defined by the equalities $Pf\left(x^{(j)}\right)= f\left(x^{(j)}\right)$, $j=1,$ $\ldots,$ $ n+1$. …”
Get full text