Fractional Euclidean Distance Matrices Extrapolator for Scattered Data

Natalija Pozniak; Leonidas Sakalauskas

doi:10.21277/jmd.v47i2.156

Physical Sciences

Natalija Pozniak

Vilniaus kolegija

Leonidas Sakalauskas

Šiauliai University

Published 2017-12-08

https://doi.org/10.21277/jmd.v47i2.156

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Keywords

Euclidean distance matrices
fractional distance matrices
Shepard extrapolator
linear extrapolator
scattered data

How to Cite

Pozniak, N. and Sakalauskas, L. (2017) “Fractional Euclidean Distance Matrices Extrapolator for Scattered Data”, Jaunųjų mokslininkų darbai, 47(2), pp. 56–61. doi:10.21277/jmd.v47i2.156.

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Abstract

The paper deals with application of fractional distance matrices to construct the efficient extrapolator of scattered data. The properties of fractional distance matrices are studied in order to develop the linear extrapolator. Study and comparison of developed extrapolator with Shepard extrapolator is performed by computer simulation.

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