Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothing

Bibliographic Details
Main Author: Jakóbczak Dariusz
Format: Article
Language:English
Published: De Gruyter 2012-12-01
Series:Open Computer Science
Subjects:
Online Access:https://doi.org/10.2478/s13537-012-0029-1
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author Jakóbczak Dariusz
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spelling doaj.art-d03bbf6c87c84d6a961f990137d1bbe42022-12-21T21:30:24ZengDe GruyterOpen Computer Science2299-10932012-12-012444045810.2478/s13537-012-0029-1s13537-012-0029-1Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothingJakóbczak Dariusz0Chair of Computer Science and Management, Koszalin University of Technology, Ul. Sniadeckich 2, 75-543, Koszalin, Polandhttps://doi.org/10.2478/s13537-012-0029-1curve interpolationcurve smoothinglength estimationpoints reconstructioncurve modellinghurwitz-radon matricesmhr method
spellingShingle Jakóbczak Dariusz
Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothing
Open Computer Science
curve interpolation
curve smoothing
length estimation
points reconstruction
curve modelling
hurwitz-radon matrices
mhr method
title Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothing
title_full Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothing
title_fullStr Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothing
title_full_unstemmed Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothing
title_short Application of Hurwitz-Radon matrices in curve interpolation and almost-smoothing
title_sort application of hurwitz radon matrices in curve interpolation and almost smoothing
topic curve interpolation
curve smoothing
length estimation
points reconstruction
curve modelling
hurwitz-radon matrices
mhr method
url https://doi.org/10.2478/s13537-012-0029-1
work_keys_str_mv AT jakobczakdariusz applicationofhurwitzradonmatricesincurveinterpolationandalmostsmoothing